# SOLVING ONE STEP EQUATIONS WORKSHEET

Solving One Step Equations Worksheet :

Worksheet given in this section will be much useful for the students who would like to practice problems on solving one step equations.

## Solving One Step Equations Worksheet - Problems

Problem 1 :

Solve for x :

5 + x  =  3

Problem 2 :

Solve for p :

p - 7  =  3

Problem 3 :

Solve for r :

2r  =  6

Problem 4 :

Solve for m :

(1/4)m  =  3

Problem 5 :

Solve for p :

8 - p  =  12

Problem 6 :

Solve for m :

m - 10  =  -15

Problem 7 :

Solve for v :

v + 5/3  =  - 1/3

Problem 8 :

Solve for m :

38 - m  =  -44

Problem 9 :

Solve for n :

11.7  =  1.1 + n

Problem 10 :

Solve for v :

-25.7 - v  =  -40.3 ## Solving One Step Equations Worksheet - Solutions

Problem 1 :

Solve for x :

5 + x  =  3

Solution :

Here 5 is added to the variable x.

To get rid of 5, we have to subtract 5 from each side of the equation as shown below. So, the value of x is -2.

Problem 2 :

Solve for p :

p - 7  =  3

Solution :

Here 7 is subtracted from the variable p.

To get rid of -7, we have to add 7 to each side of the equation as shown below. So, the vale of p is 10.

Problem 3 :

Solve for r :

2r  =  6

Solution :

Here r is multiplied by 2.

To get rid of 2, we have to divide each side of the equation by 2 as shown below. So, the vale of r is 3.

Problem 4 :

Solve for m :

(1/4)m  =  3

Solution :

Here m is divided by 4.

To get rid of 4, we have to multiply each side of the equation by 4 as shown below. So, the vale of m is 12.

Problem 5 :

Solve for p :

8 - p  =  12

Solution :

Here p is having negative sign.

In this problem, first we have to make p to be positive.

For that, we have to add p to each side of the equation. When we do so, we will have "12 + p" on the right side of the equation.

Then, to get rid of 12 on the right side, we have to subtract 12 from each side of the equation.

Therefore, we have to add p and subtract 12 on both sides and solve the equation as shown below. So, the vale of p is -4.

Problem 6 :

Solve for m :

m - 10  =  -15

Solution :

m - 10  =  -15

m  =  -5

So, the value of m is -5.

Problem 7 :

Solve for v :

v + 5/3  =  - 1/3

Solution :

v + 5/3  =  - 1/3

Subtract 5/3 from each side.

v  =  -2

So, the value of v is -2.

Problem 8 :

Solve for m :

38 - m  =  -44

Solution :

Here m is having negative sign.

In this problem, first we have to make m to be positive.

For that, we have to add m to each side of the equation.

When we do so, we will have "-44 + m" on the right side of the equation.

Then, to get rid of -44 on the right side, we have to add 44 to each side of the equation.

Therefore, we have to add m and 44 to each side of the given equation.

Then,

82  =  m

So, the value of m is 82.

Problem 9 :

Solve for n :

11.7  =  1.1 + n

Solution :

11.7  =  1.1 + n

Subtract 1.1 from each side.

10.6  =  n

So, the value of n is 10.6.

Problem 10 :

Solve for v :

-25.7 - v  =  -40.3

Solution :

Here v is having negative sign.

In this problem, first we have to make v to be positive.

For that, we have to add m to each side of the equation.

When we do so, we will have "- 40.3 + v" on the right side of the equation.

Then, to get rid of -40.3 on the right side, we have to add 40.3 to each side of the equation.

Therefore, we have to add v and 40.3 to each side of the given equation.

Then,

14.6  =  v

So, the value of v is 40.3.

## Solving One Step Equations - Worksheets

Worksheet -1

Worksheet -2

Worksheet -3

Worksheet -4

Worksheet -5 After having gone through the stuff given above, we hope that the students would have understood how to solve one step equations.

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You can also visit our following web pages on different stuff in math.

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