Question

What a the subject of the formula
t^2 = 2p + as

Answer 1

`\sf a = (t^2-2p)/(s)`

Explanation:

To make 'a' as the subject:

t² = 2p + as

• Isolate the term containing 'a'. Subtract 2p from both sides.

t² - 2p = as

• Divide both sides by 's'.

`\sf (t^2 - 2p)/(s)=(as)/(s)\\\\\\(t^2-2p)/(s)=a\\\\\boxed{\bf a =(t^2-2p)/(s)}`