# Algebra Worksheets For Grade 5

Algebra introduces students to mathematical concepts using variables, constants, and equations to solve problems. In Grade 5, students explore foundational algebraic ideas such as writing expressions, solving one-step equations, and identifying patterns. These worksheets reinforce algebraic structure, including the use of arithmetic operations and mathematical reasoning. By practicing these skills, students enhance their critical thinking and problem-solving abilities, making algebra engaging and accessible.

Contents

## Learn Algebra Worksheets For Grade 5

**Read More:** Fractions, Decimals and Percentages Word Problem Maths Worksheet for Grade 6

### Variables & Constants Worksheet For Grade 5

**x + 10**= Variables = x, Constants = 10**12 – n**= Variables = n, Constants = 12**n + 3**= Variables = n, Constants = 3**5p**= Variables = p, Constants = 0**b + c + 5**= Variables = b, c, Constants = 5**0.3 + y**= Variables = y, Constants = 0.3**17 – g**= Variables = g, Constants = 17**3 + x – 2y**= Variables = x, y, Constants = 3**3ab + 7**= Variables = a, b, Constants = 7**3 + c + 11**= Variables = c, Constants = 3, 11

In this worksheet, we have to identify which one is variable and which one is constant. But before we learn about variables and constants, So basically, the variable is something that can change and usually it is represented by x, y, and a. And constant is something that can not change and it is represented by numbers like 5, 2, 3. Let’s understand through an example: **x + 10. **In this expression x is variable and 10 is constant.

### Expressions & Equations Worksheet For Grade 5

- c + 5 =
**Expression** - 5x = 14 =
**Equation** - 8 – 4y =
**Expression** - 27 = 3p – 2 =
**Equation** - a/4 = 19 =
**Equation** - 6y – 23 =
**Expression** - 9n – 4 = n + 2 =
**Equation** - 21 – 3m =
**Expression** - x + 7 / 3 = 15 =
**Equation**

In this exercise, we need to identify which one is an expression and which one is an equation. But before, let’s understand about expressions and equations. Expression is a combination of variables and constants and an equation is a combination of two expressions that is expressed by an equal sign. As we can see, c + 5 is an expression that is combined by variable and constant. 5x = 14 is an equation because it is made up of two expressions with an equal sign.

### Determining Expression & Equation Worksheet For Grade 5

- One third of p is 7 =
**(1/3) x P = 7 – Equation** - The product of a number and 15 =
**a x 15 – Expression** - Ten decreased by 5 =
**10 – 5 – Expression** - 8 more than a number =
**8 + a – Expression** - The sum of v and 6 is 15 =
**v + 6 = 15 – Equation** - 7 added to a is equal to 15 =
**a + 7 = 15 – Equation**

In this worksheet, we have to perform the same task, but now the pattern has changed. Above, there are a total of six queries, which are in sentence form, so we need to understand the sentence and what the sentence is saying and we have to identify according to it. This is a very simple process; we just have to follow the sentence and we will get our answer. This exercise is perfect for the classroom and homework.

### Algebraic Expressions with One Variable (By Addition) Worksheet For Grade 5

- n + 11 =
**19** - 7 + p =
**13** - p + 12 – 7 =
**11** - 6 + n =
**14** - n + 10 – 6 =
**12** - 3 + p =
**9** - n + 15 =
**23** - n + 12 + 7 =
**27** - p + 15 =
**21** - n + 20 =
**28**

In this exercise, we have to perform a simple addition. Above, there are a total of ten queries that need to be solved. The given values of n = 8 and p = 6. So we need to put the values of n and p in the given equation and then perform the basic addition. This exercise will help kids enhance their problem-solving skills by using algebraic equations. Solving these queries repeatedly will boost their confidence, which will help them for their further grades.

### Algebraic Expressions with One Variable (By Subtraction) Worksheet For Grade 5

- f – 7 =
**2** - g – 1 =
**6** - g + 15 – 1 =
**21** - f – 1 =
**8** - g + 13 – 3 =
**17** - f + 14 – 0 =
**23** - f – 3 + 6 =
**12** - g – 6 =
**1** - f – 9 =
**0** - 30 – g =
**23**

Solving these exercises will help kids learn about addition and subtraction. In this exercise, we have to perform subtraction. The values of f and g are given to us, which are f = 9 and g = 7. So we have to put these values in the given equation and then perform the basic subtraction. We want to improve kids’ mathematical calculations by introducing basic algebra equations. We are pretty sure that this concept will help them to learn the basic algebra equations.

### Algebraic Expressions with One Variable (4 Operations) Worksheet For Grade 5

- 24 / a =
**4** - 8b – 9 =
**31** - 6 + 9a =
**60** - 7 + 60/a =
**17** - 3a + 3 =
**21** - b / 5 =
**1** - 2 (2a) =
**24** - 35 / b =
**7** - 4b – 7 =
**13** - 25/b + 3 =
**8**

This worksheet is designed for kids to build confidence and make algebra easy and fun. Above, we have to follow the same instructions. The values of a and b are given to us, which are a = 6 and b = 5. So we need to put these values in the given equation and find out the answer. In this exercise, we will learn to divide numbers. Solving different types of exercises will encourage kids to be enthusiastic about learning math.

### Algebraic Expressions with One Variable (With Exponents) Worksheet For Grade 5

**1.3a ^{3} + 2a^{2}** = 3 *(4*4*4) + 2 *(4*4) = 3* 64 + 2 * 16 = 192 + 32 = 224

**2. 7 + b**= 7 + (6*6) = 7 + 36 = 43

^{2}**3. 8**= (4*4*4) / 8 + 3 = 64 / 8 + 3 = 8 + 3 = 11

^{3}/a + 3**4. b**= (6*6*6) – 2 = 216 – 2 = 214

^{3}– 2**5. (6a)**= ( 6 * 4) (6 * 4) = 24 * 24 = 576

^{2 }**6. 2(4b)**= 2 * (4*6) (4*6) = 2 * 24 * 24 = 2 * 576 = 1152

^{2}**7. a**= (4*4) – 2 = 16 – 2 = 14

^{2}– 2**8. b**= (6*6*6) / 24 = 216 / 24 = 9

^{3}/ 24**9. 60 – a**= 60 – (4*4) = 60 – 16 = 44

^{2}**10. 36 – b**= 36 – (6*6) = 36 – 36 = 0

^{2}Now this exercise is a little bit harder, but kids do not worry about it; we will learn how to solve these equations. Above, the value of a = 4 and b = 6 is given. So we have to put the value in the given equation. Here cube means we have to multiply the same number three times, and a square means two times. So we hope kids have understood what they have to do in this exercise. We always want kids to be independent and solve queries without any help.

### Algebraic Expressions with Two Variables (By Addition) Worksheet For Grade 5

- e + 10 + d =
**24** - 9 + d – e =
**7** - 24 + d + e =
**38** - e + 16 + d =
**30** - 12 + (d+e) =
**26** - 19 + e + d =
**33** - 17 – d + e =
**19** - e + 21 + d =
**35** - d + 6 – e =
**4** - 17 + e + d =
**31**

In this exercise, we have to perform the same task but now the pattern is a little bit changed. Now we have to put both the given values together in the equation and find out the answer. The given values are e = 8 and d = 6. This worksheet is good for kids to improve their critical thinking and solve math equations quickly. It will also prepare kids for their future math learning. So we hope kids are enjoying solving these queries.

### Algebraic Expressions with Two Variables (By Subtraction) Worksheet For Grade 5

- j – i =
**2** - j + 7 – i =
**9** - j – i – 2 =
**0** - 23 – j – i =
**3** - j – 1 – i =
**1** - j – (i-0) =
**2** - 19 – j – i =
**0** - j – 5 + i =
**15** - 29 – j – i =
**9** - 27 – j – i =
**7**

These step-by-step problems will help kids explore new learning things. The sheets introduce very basic algebra concepts, which will help kids improve their problem-solving skills and learn math in a fun way. In this exercise, the values of i and j are 9 and 11. So we have to put these values in the equation and solve the quarry. It is a very simple process; kids will find interest in solving these equations.

### Algebraic Expressions with Two Variables (4 Operations) Worksheet For Grade 5

- 4pq =
**56** - 7p – 12 =
**37** - 6q + 12 – p =
**17** - p + q + 7 =
**16** - 10/q + 18 =
**23** - p + 23 + q =
**32** - 7q – p =
**7** - 9 – q + p =
**14**

We have introduced a variety of exercises that will help kids to solve equations in different ways. It encourages kids not to depend on the same formula; math can be solved in many ways. In this exercise, we have a different kind of equation, which grabs kids’ attention. Above, we have to perform the basic mathematical calculation. The values are given to us, which are p = 7 and q = 2. So put the values in the equation and find out the answer. This worksheet is perfect for 5th graders.

### Algebraic Expressions with Two Variables (With Exponents) Worksheet For Grade 5

**1. 7k ^{3} + 4v^{2 }**= 7 * (6*6*6) + 4 * (5 * 5) = 7 * (216) + 4 * (25) = 1512 + 100 = 1612

**2. v**= (5*5) + 13 – 6 = 25 + 13 – 6 = 38 – 6 = 32

^{2}+ 13 – k**3. v**= (5*5*5) / 25 + 6 = 125 / 25 + 6 = 5 + 6 = 11

^{3}/25 + k**4. k**= (6*6*6) – (5*5) = 216 – 25 = 191

^{3}– v^{2 }**5. (k+v)**= (6 + 5) *(6 + 5) = 11 * 11 = 121

^{2 }**6. k(7v)**= 6 * (7*5) * (7*5) = 6 * 35 * 35 = 6 * 1225 = 7350

^{2 }**7. k**= (6*6) – (5*5) = 36 – 25 = 11

^{2}– v^{2 }**8. k**= (6*6*6) / 36 = 216 / 36 = 6

^{3}/ 36**9. 19 + k**= 19 + (6*6) + (5*5) = 19 + 36 + 25 = 80

^{2}+ v^{2 }**10. k**= (6*6) – 2 + 5 = 36 – 2 + 5 = 39

^{2}– 2 + vThis is the same task that we have performed above, but the numbers are different. So we hope kids will perform this exercise without any help. To solve this exercise, kids need to pay attention because we have faced these types of exercises above, but in this exercise, the equations are different so kids need to handle it carefully. It will also make them sharp and intelligent.

### Writing Algebraic Expressions Worksheet For Grade 5

- the sum of 7 and p =
**7 + p** - eight multiplied by 2 =
**8*2** - seven more than y =
**y + 7** - twenty divided by 5 =
**20/5** - eleven increased by 6 =
**11 + 6** - the product of 10 and f =
**10f** - nine decreased by 3 =
**9 – 3** - z less than sixteen =
**16 – z** - three decreased by k =
**3 – k**

We have introduced a new pattern in which kids need to understand the sentences and find out the answers accordingly. Above, there are a total of nine sentences that need to be handled. In this exercise, we have to understand what the sentences are saying. Let’s understand through an example: the sum of 7 and p. Here we can write this sentence in expression form as 7 + p.

### Variables and Expressions Worksheet For Grade 5

**1. Jay works in 20 minutes more than Angel. How many minutes does Jay work? ** = Variable: A = Number of minutes Angel worked. = Expression: A + 20**2. Mrs. Babita paid $18 to buy b tickets. How much is each ticket?** = Variable: b = Number of tickets. Expression: $18 / b**3. Parth is 5 years younger than Ankita. How old is Ankita? ** = Variable: p = Age of parth. = Expression: p + 5 **4. Pari drives 55 kilometers per hour. How far will she be if she drives for e hours?** = Variable: e = Number of hours. = Expression: 55 x e

Different types of exercises will help kids understand algebraic equations in different ways. In this exercise, we need to understand the sentences and identify which one is a variable and which one is an expression. If you know about variables and expressions, then you can solve this exercise, and we have also explained about it above, so kids can see those exercises for better understanding.

### Simplifying Expression Worksheet For Grade 5

- 5y + 9 + 2y – 4 + 1 =
**7y + 6** - 2 + a – 2 + 7z =
**a + 7z** - 9m + 8 + 6y – 0 =
**9m + 8 + 6y** - 9n – 3n =
**6n** - 12p + p =
**13p** - 9y + 3 + 6y – y =
**14y + 3** - 14k + 9k =
**23k** - 17 + d + 7d – 3 + 3d =
**11d + 14**

This is a very simple exercise; we just need to rewrite the expression by calculating. It is a simple addition and subtraction process; we hope kids will perform this exercise quickly. It will motivate kids to solve more algebraic equations. We are assuming that kids are doing well; they are solving these exercises and they are learning new things.

### Rewrite &Evaluate Simplifying Expression Worksheet For Grade 5

- 3m + 2m =
**20** - 8m – 3m + 7 =
**27** - 18m – m + 12 + 2 =
**82** - 12n – 8n =
**24** - 1n + 11n – 3 – 7n =
**27** - 8n + 3n – 2n =
**54** - 9m – 2m =
**28** - 15m + 13m – 9m – 2m =
**68** - 17 + 3n – 5n =
**5** - 9n + 11n – 12 – 3n =
**90**

This task is a little bit the same as what was done above. In this exercise, we have the given values, which are m = 4 and n = 6. Kids need to put these values in the equation and solve. This exercise is a mix of addition and subtraction; we need to perform both together and find out the answer. This will be very fascinating and easy for kids and it will grab their attention.

### Basic Algebra By Addition Worksheet For Grade 5

**1. a + 16 = 19** = a + 16 = 19 = 19 – 16 = a = 3 = a **2. 23 + a = 30** = 23 + a = 30 = 30 – 23 = a = 7 = a **3. 3 + a = 8** = 3 + a = 8 = 8 – 3 = a = 5 = a**4. 31 + a = 33** = 31 + a = 33 = 33 – 31 = a = 2 = a**5. a + 26 = 38 **= a + 26 = 38 = 38 – 26 = a = 12 = a**6. 7 + a = 13 **= 7 + a = 13 =13 – 7 = a = 6 = a**7. a + 9 = 24 **= a + 9 = 24 = 24 – 9 = a = 15 = a **8. 56 + a = 60** = 56 + a = 60 = 60 – 56 = a = 4 = a**9. a + 5 = 16 **= a + 5 =16 = 16 – 5= a = 11 = a**10. 46 + a = 55 **= 46 + a = 55 = 55 – 46 = a = 9 = a

In this exercise, we have to calculate the given expression and find out the value of the variable. In this, kids will also learn how to shift numbers. Let’s understand through an example: a + 16 = 19. For this, we need to shift 16. And after shifting, the sign will be changed, and (+) will convert into (-). So the final answer will be = a = 19 – 16. a = 3. We hope kids have learned new things; they learned how to shift numbers.

### Basic Algebra By Subtraction Worksheet For Grade 5

**1. S – 12 = 26 **= S – 12 = 26 = S = 26 + 12 = S = 38**2. S – 7 = 10 **= S – 7 = 10 = S = 10 + 7 = S = 17 **3. 46 – S = 27 **= 46 – S = 27 = 46 – 27 = S = S = 19 **4. S – 3 = 6 **= S – 3 = 6 = S = 6 + 3 = S = 9**5. 12 – S = 7 **= 12 – S = 7 = 12 – 7= S = S = 5 **6. S – 9 = 17 **= S – 9 = 17 = S = 17 + 9 = S = 26 **7. 37 – S = 33 **= 37 – S = 33 = 37 – 33 = S = S = 4**8. 24 – S = 14** = 24 – S = 14 = 24 – 14 = S = S = 10**9. S – 47 = 9** = S – 47 = 9 = S = 9 + 47 = S = 56 **10. S – 23 = 7 **= S – 23 = 7 = S = 7 + 23 = S = 30

This exercise is helpful for kids, especially for 5th graders; it will enhance their ability to learn math and improve their sense of identifying numbers. In this exercise, we have to find the value of s. This is the same process that we have done above, but the numbers have changed. So we suggest kids handle it carefully.

### Basic Algebra By Multiply Worksheet For Grade 5

**1. 2m = 24 **= 2m = 24 = m = 24 / 2 = m = 12 **2. 12m = 132** = 12m = 132 = m = 132 / 12 = m = 11**3. 5m = 75 **= 5m = 75 = m = 75 / 5 = m = 15 **4. 17m = 68 **= 17m = 68 = m = 68 / 17 = m = 4 **5. 3m = 81 **= 3m = 81 = m = 81 / 3 = m = 27 **6. 7m = 63 **= 7m = 63 = m = 63 / 7 = m = 9**7. 22m = 220** = 22m = 220 = m = 220 / 22 = m = 10 **8. 9m = 54 **= 9m = 54 = m = 54 / 9 = m = 6 **9. 24m = 72 **= 24m = 72 = m = 72 / 24 = m = 3**10. 19m = 342 **= 19m = 342 = m = 342 / 19 = m = 18

We hope kids are doing well and they are solving all the above equations and are ready to handle this exercise. In this exercise, they need to find out the value of m. It is a simple divination process in which they need to shift numbers to find the appropriate answer. This concept will help kids to improve their logical thinking; they can make decisions according to their situations.

### Basic Algebra By Divided Worksheet For Grade 5

**1. 72/d = 8** = 72 = 8d = d = 72 / 8 = d = 9**2. 22/d = 2 **= 22 = 2d = d = 22 / 2 = d = 11 **3. d/6 = 7** = d = 7 * 6 = d = 42 **4. 49/d = 7** = 49 = 7d = d = 49 / 7 = d = 7 **5. 220/d = 10** = 220 = 10d = d = 220 / 10 = d = 22 **6. d/8 = 4** = d = 8 * 4 = d = 32 **7. 45/d = 5** = 45 = 5d = d = 45 / 5 = d = 9**8. d/1 = 10** = d = 10 * 1 = d / 1 = 10 = d = 10**9. d/9 = 3** = d = 3 * 9 = d = 27 **10. 20/d = 4** = 20 = 4d = d = 20/4 = d = 5

Whenever kids develop algebraic skills and see progress, their confidence will grow and also prepare them for their life scenarios where they need to make decisions according to the circumstances. In this exercise, kids need to find out the value of d. The process will be the same as that was done above but with a little bit of change. So we hope kids will perform this without any support.

### Basic Algebra 4 Operations Worksheet For Grade 5

**1. d + 13 = 17** = d = 17 – 13 = d = 4**2. 26 – d = 19** = 26 – 19 = d = d = 7 **3. 2d = 54** = d = 54 / 2 = d = 27 **4. 250 / d = 25** = 250 = d * 25 = d = 10**5. 12d = 84** = 12d = 84 = d = 84 / 12 = d = 7 **6. 5d = 30** = 5d = 30 = d = 30 / 5 = d = 6**7. d / 12 = 5** = d / 12 = 5 = d = 5 * 12 = d = 60 **8. d – 64 = 43** = d – 64 = 43 = d = 43 + 64 = d = 107 **9. d + 69 = 84 **= d + 69 = 84 = d = 84 – 69 = d = 15**10. d – 82 = 74** = d – 82 = 74 = d = 74 + 82 = d = 156

We are fortunate to see that kids are solving all these exercises. Believe us, it will also help them in their real-life applications like budgeting, planning, or finding patterns in nature, technology, and even social science. It will help kids relate math to everyday life. Above, we have to find out the value of d. This exercise is a mix of addition, subtraction, and divination. So it will help them to learn mathematical calculation and improve their skills.

### Basic Algebra with Fractions Worksheet For Grade 5

Kids! Welcome to the fraction exercise; in this we will learn how to solve fractions and find the values. Above, there are a total of seven fraction queries that need to be performed. It is as simple as we have performed above. Let’s understand this exercise through an example: 2/4 + k/4 = 5. So the first step is to simplify the fraction. We can write 2/4 = 1/4. Now the new equation is 1/4 + k/4 = 5. Now take L.C.M and solve the first part: 1/4 + k/4. So the first part after solving will be k/4. Now combine both, k/4 = 5. Shift 4, and the answer will be k = 5 x 4. k = 20. So the final value of k is 20. This fraction concept will help kids build their logical reasoning.

### Basic Algebra with Decimals Worksheet For Grade 5

**1. v + 2.1 = 4.1**

= v = 4.1 – 2.1

= v = 2.0

**2. 12.3 + v = 15.4 **= v = 15.4 – 12.3

= v = 3.1

**3. 5v = 35.5**

= v = 35.5 / 5

= v = 7.1

**4. v/1.5 = 4.1**

= v = 4.1 * 1.5

= v = 6.15

**5. v – 5.5 = 17.4**

= v = 17.4 + 5.5

= v = 22.9

**6. 5.2 – v = 1.2**

= 5.2 – 1.2 = v

= v = 4.0

**7. ****9. 5/v = 2.5**

= 9.5 = 2.5v

= v = 9.5 / 2.5

= v = 3.8

**8. 1.5v = 4.5**

= v = 4.5 / 1.5

= v = 3

**9. v – 3.0 = 9.0**

= v = 9.0 + 3.0

= v = 12.0

**10. 9v = 81.0**

= v = 81.0 / 9

= v = 9.0

Different exercises will help kids develop the skill in number sense. In this exercise, we have introduced decimal numbers with algebraic equations, which will help them understand the basic decimal calculation and how decimal numbers are solved. Above, we have a total of nine exercises, which need to be solved. It is a simple math calculation and kids need to find out the value of v.

### Algebra:2 Step Equations Worksheet For Grade 5

**1. 13b – 61= 1952**

= 13b = 1952 + 61

= 13b = 2013

= b = 2013 / 13

= b = 154.84

**2. 54 + 4k = 90**

= 4k = 90 – 54

= 4k = 36

= k = 36 / 4

= k = 9

**3. 68n + 87 = 835**

= 68n = 835 – 87

= 68n = 748

= n = 748 / 68

= n = 11

**4. 15y + 19 = 634**

= 15y = 634 – 19

= 15y = 615

= y = 615 / 15

= y = 41

**5. 67 + 20y = 987**

= 20y = 987 – 67

= 20y = 920

= y = 920 / 20

= y = 46

**6. 15m – 7 = 113**

= 15m = 113 + 7

= 15m = 120

= m = 120 / 15

= m = 8

**7. 10b + 108 = 1098**

=10b = 1098 – 108

=10b = 990

= b = 990 / 10

= b = 99

**8. 102 – 2n = 90**

= (-2n) = 90 – 102

= (-2n) = (-12)

= n = (-12) / (-2)

= n = 6

A two-step equation is an equation in which kids have to make a combination of two operations on the left-hand side so that the variable can be obtained. It is a simple process we need to find out the value of the variable. It would help kids not only in their studies but also in some essential critical thinking and problem-solving skills that are very useful in many areas.

### Algebra:2 sided Equations Worksheet For Grade 5

**1. 65 + a = 10 + 6a **= 65 = 10 + 5a

= 65 – 10 = 5a

= 55 = 5a

= a = 55 / 5

= a = 11

**2. 20 + 16p + 7 = 135 + p + 12**

= 27 + 16p = 135 + p + 12

= 27 + 16p = 147 + p

= 27 + 15p = 147

= 15p = 147 – 27

= 15p = 120

= p = 120 / 15

= p = 8

**3. 4(v – 2) + 3 = 2(v + 5) – 7**

= 4v – 8 + 3 = 2v + 10 – 7

= 4v – 5 = 2v + 3

= 4v – 2v = 3 + 5

= 2v = 8

= v = 8 / 2

= v = 4

**4. 3(x – 1) + 4 = 2x + 7**

= 3x – 3 + 4 = 2x + 7

= 3x + 1 = 2x + 7

= 3x – 2x = 7 – 1

= x = 6

**5. 3(m – 4) + 5 = 2m + 7**

= 3m – 12 + 5 = 2m + 7

= 3m – 7 = 2m + 7

= m – 7 = 7

= m = 7 + 7

= m = 14

A two-sided equation is a mathematical sentence where two expressions are equal, and it reads like one equation. Like A = B. The left and the right are the two sides of the equation, each of which has variables, constants, and mathematical operations on them. This exercise is a little bit harder than the previous one, but there is no need to worry about it; if kids know the process, they can solve even harder problems. It will sharpen their mind and prepare them for their further grades.

### Equations with 2 variables Worksheet For Grade 5

**x + y = 20**- x = y
- 21 = 18
- 18 = 15
- 15 = 12
- 12 = 9
- 9 = 6

**x + y = 14**- x = y
- 4 = 10
- 6 = 8
- 10 = 4
- 12 = 2
- 14 = 0

**y = x – 5**- x = y
- 30 = 25
- 25 = 20
- 20 = 15
- 15 = 10
- 10 = 5

**y = 2x + 8**- x = y
- 0 = 8
- 3 = 14
- 4 = 16
- 9 = 26
- 8 = 24

**y = 7x**- x = y
- 1 = 7
- 2 = 14
- 6 = 42
- 8 = 56
- 10 = 70

**y = x**- x = y
- 2 = 2
- 5 = 5
- 10 = 10
- 13 = 13
- 17 = 17

This exercise is based on the equality of variables. Above, we have a total of six equations in which we need to show variables equal to each other. Like x = y. This equation states that the value of y is equal to the value of x. And for numbers 4 = 10. This shows that 4 is equal to 10 or 10 is equal to 4. So basically we have to show the relationship between variables and numbers. This will help kids in various real-life applications like budgeting, planning, and understanding patterns.

### Writing Equations with 2 Variables Worksheet For Grade 5

1. **m = n **

- 1 = 15
- 2 = 14
- 3 =
**13** - 4 = 12
- 5 =
**11**

**Equation: n= 16 – m**

2. **m = n **

- 2 = 10
- 4 = 20
- 6 = 30
- 8 =
**40** - 10 =
**50**

**Equation: n= 5m**

3. **m = n **

- 10 = 15
- 9 = 14
- 8 =
**13** - 7 = 12
- 6 =
**11**

**Equation: n= 5 + m**

4. **m = n **

- 1 = 2
- 3 = 4
- 5 = 6
- 7 =
**8** - 9 =
**10**

**Equation: n= m + 1**

In this exercise, we need to find out the equations according to the variable. Above, there are a total of four tables and in each table, first we need to find out the missing number and then fill in the blank box. After completing the table, now we need to find out the equation. For an equation, kids need to assume a value that should justify the equation. As for Table One, the missing values are 13 and 11. Now we need to assume a number for our equation, which must justify it. n = 16 -m. Here we have assumed 16. we can check this equation by putting the values of m. If we are getting values of n, which means we have the correct equation.

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