Question

s=(1/3)gt^2 solve for t

Answer 1

s/((1/3)g) = t^(2)
(s/(1/3)g))^(1/2) = t^(2)^(1/2)
(s/(1/3)g))^(1/2) = t^(2/2)
(s/(1/3)g))^(1/2) = t^(1) = t

Answer 2

\[s=(1/3)g \times t ^{2}\]
Dividing both sides by (1/3)g gives:
\[t ^{2}=3s \div g\]
\[t=\sqrt{(3s)\div g}\]

Answer 3

s/((1/3)g) = t^(2)
(s/(1/3)g))^(1)(1/2) = t^(2)(1/2)
(s/(1/3)g))^(1/2) = t^(2/2)
(s/(1/3)g))^(1/2) = t^(1) = t

Answer 4

thank you all

Answer 5

wouldn't it equal |t|

Answer 6

as t cannot be a negative number