Worksheet on Linear Equation in One Variable
1. We can add the same number to both sides of the equation. Mark True / False.
a) True b) False
2. We can not multiply same number to both sides of the equation. Mark True / False.
a) True b) False
3. We can divide same nonzero number to both sides of the equation. Mark True / False.
a) True b) False
4. 2p + 3 = 5 is not a linear equation. Mark True / False.
a) True b) False
5. The solution of a linear equation in one variable is always a fraction. Mark True / False.
a) True b) False
6. If we multiply 5 to LHS of the linear equation then we must add 5 to RHS of the equation. Mark True / False.
a) True b) False
7. If we subtract 10 from the RHS of the linear equation then we must subtract 10 from LHS of the equation. Mark True / False.
a) True b) False
8. 11⁄9 is a solution of the equation 9p − 5 = 6. Mark True / False.
a) True b) False
9. Below mentioned two equation are having same solution. Mark True / False.
3m + 4 = 13
4m − 3 = 9
a) True b) False
10. 5p + 2q = 15 is a one variable linear equation. Mark True / False.
a) True b) False
11. n = −2 is a solution of which linear equation?
a) 4n + 7 = 5 b) 2n − 5 = 7
c) 3n + 12 = 6 d) None of these
12. −3 is not a solution of which linear equation?
a) 4n + 17 = 5 b) 2n + 7 = 1
c) 2n + 12 = 6 d) 4n + 7 = 5
13. Find the value of 'p' from the below given linear equation.
2(4 − 3p) = −24
a) 5 b) 16⁄3
c) 4 d) 3
14. m⁄4 = 5 + m⁄5. Find the value of m.
a) 80 b) 60
c) 90 d) None of these
15. Solve the below mentioned linear equation.
25 − 2(n − 15) = n + 25
a) 20 b) −10
c) 10 d) −20
16. Find the value of 'm' if 25% of m = 200.
a) 200 b) 400
c) 600 d) 800
17. Find the value of 'n' from the below given linear equation.
n + 1.2 n = 6.6
a) 1 b) 2
c) 3 d) 4
18. Solve the linear equation, m−1⁄4 + m+1⁄5 = 4.
a) 9 b) 7
c) 5 d) 3
19. m⁄25 = 0, solve the equation.
a) 1 b) 25
c) 0 d) 3
20. 5(p − 2) + 3(p + 1) = 33, solve the equation.
a) 2 b) 3
c) 4 d) 5
If you want to download the above worksheet, please click below link.
Linear Equations Worksheet-1Download the pdf
Answer Sheet
Linear-Equations-AnswerDownload the pdf
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