Question

Given that x = -3 is a solution to the equation 4(2x+t) = t - 3x, where t is a constant, find the value of t

Answer 1

Step-by-step explanation:

x = -3

4( 2x + t ) = t - 3x

4( 2×-3 + t ) = t -3 × -3

4( -6 + t ) = t +9

-24 + 4t = t + 9

4t - t = 9 + 24

3t = 33

t = 33/3

t = 11

This is your answer my friend

Answer 2

Answer:

Given that, x= -3

1. 4(2x+t)=t - 3x

Step-by-step explanation:

4[2(-3)+t]=t-3(-3)

4[-6+t]=t+9

-24+4t=t+9

4t-t=9+24

3t=33

t=33/3

t=11