Question

What is the solution for 16=4+3(t+2) [t =2] Verification

Answer 1

Answer:

The solution for $16=4+3(t+2)$ is $2$.

Hence verified.

Step-by-step explanation:

Given : The expression is $16=4+3(t+2)$.  

To find : The solution of the given expression.

Solution :

• It is given that the expression is $16=4+3(t+2)$ .
• We have to find the solution of the given expression.
• To find the solution of the given expression, transpose all the terms one by one to other side of the variable  
• The given expression is,

      $16=4+3(t+2)$

• First, solve the bracket, we get        

     ∴ $16=4+3t+6$

      ∴ $16=10+3t$

      ∴ $16-10=3t$

           ∴ $3t=6$

             ∴ $t=\frac{6}{3}$

             ∴ $t=2$

• ∴ The solution for $16=4+3(t+2)$ is $2$.

Hence verified.

Answer 2

Answer:

$16=4+3(t+2)\\16 = 4 +3t + 3(2)\\ 16 = 4 + 3t + 6\\16 = 10 + 3t\\3t = 16 - 10\\3t = 6\\t = 2$

Step-by-step explanation:

Verification:

$LHS= 16\\RHS=4+3(2+2) \\= 4+ 3(4)\\= 4 + 12\\= 16\\LHS = RHS$