Solve: 4t - 3 - (3t +1) = 5t - 4

Solution:

Given, the equation is 4t - 3 - (3t +1) = 5t - 4

We have to solve the equation

On solving the equation for t,

4t - 3 - (3t +1) = 5t - 4

4t - 3 - 3t - 1 = 5t - 4

By grouping of common terms,

4t - 3t - 3 - 1 = 5t - 4

t(4 - 3) - 3 - 1 = 5t - 4

t - 4 = 5t - 4

By transposing,

5t + t = -4 + 4

6t = 0

t = 0/6

t = 0

Therefore, the value of t is 0.

✦ Try This: Solve: 2t - 13 - (4t +3) = 7t - 8

☛ Also Check: NCERT Solutions for Class 8 Maths Chapter 2

NCERT Exemplar Class 8 Maths Chapter 4 Problem 60

Solve: 4t - 3 - (3t +1) = 5t - 4

Summary:

On solving the equation 4t - 3 - (3t +1) = 5t - 4, we get t = 0

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