Verified answer

Do you mean d = √(3h/2)?

Square both sides:

d² = √(3h/2)²

d² = 3h/2

Then, multiply both sides by 2/3 to obtain:

h = 2d²/3

I hope this helps!

If only 3h is square rooted then square both sides to get

d^2 = 3h / 4

Now multiply both sides by 4/3 to get

(4d^2) / 3 = h

If 3h and 2 are under the radical sign, still square both sides. This gives d^2 = 3h / 2 now multiply both sides by 2/3 to get

(2 d^2) / 3 = h

Just be sure to specify for sure which terms are under the radical sign.

The square root of 3h over 2 mean ^--(3h) / 2 only the 3h has the radical.

The square root of the quantity 3h over 2 each term is under the radical sign.

Doesn't seem like much, but it is.

Is it D = [√(3h/2)]?

if yes, then square both sides.

D^2 = (3h/2)

multiply both sides by 2.

2D^2 = 3h

then divide the left hand side by 3.

(2D^2)/3 = h