Question

6(2t + 4) - 5(t - 3) = 4​

Answer 1

ⓢⓞⓛⓤⓣⓘⓞⓝ

Given:6(2t + 4) - 5(t - 3) = 4

to solve the sum we use sum methods

solving the equation:-

6(2t + 4) - 5(t - 3) = 4

or,12t+24-5t+15=4

or,12t-5t+24+15=4

or,7t+39=4

or,7t= 4-39(39 transpose to the RHS)

or,7t= -35

or,t= -5(dividing both sides by 7)

or,t= -5(solution)

there are two types of equation:-

1)linear equation

2) quadratic equation

above equation is a linear equation

linear equation is a type of equations whose two sides means RHS and LHS is equal.

RHS=Right hand side

LHS=Left hand side

Answer 2

Answer:

Question:-

6(2t + 4) - 5(t - 3) = 4

Required Answer:-

Solution:-

6(2t + 4) -5(t - 3)= 4

12t + 24 -5t + 15 = 4

12t - 5t + 24 + 15 = 4

7t + 39 = 4

7t = 4 - 39

7t = -35

t = -35/7

t = -5

therefore, -5 is the value of t.

hope it help you :)