Question

How to solve 5t+68{4}\23

Answer 1

The value of t is -25.6.

Given:

`5t+ (68(4))/(23)=0`

After rearranging

`5t= - (68(4))/(23)`

Move the constant term to the right side:

5t = -68(4)/23

5t = -128/5

Isolate t:

Divide both sides by 5:

t = -128/5 / 5

t = -128/25

Simplify the answer:

t = -25.6

Question:

Find value of t. 5t+ \frac{68(4)}{23}=0