Question

Solve the equation for the indicated variable. (Leave ± in the answer as needed)

Answer 1

The given expression is:

`h=td^2`

Therefore,

`td^2=h`

Dividing both sides of the equation by t:

`(td^2)/(t)=(h)/(t)`

Hence,

`d^2=(h)/(t)`

Thus,

`d=\sqrt{(h)/(t)}=(√(h))/(√(t))`

To rationalize the equation by √t:

`\begin{gathered} d=(√(h))/(√(t))*(√(t))/(√(t))=(√(ht))/(t) \\ d=(√(ht))/(t) \end{gathered}`

d =