Question
solve for d in term of s, s = 3/2 times quadratic root d
Answers
GPT 3.5
To solve for d in terms of s with the equation provided s = (3/2) * sqrt(d), we need to isolate d on one side of the equation.
1. Divide by (3/2) on both sides:
s / (3/2) = sqrt(d)
2. Multiply by 2/3 (or divide by 3/2):
s * (2/3) = sqrt(d)
3. Square both sides to get rid of the square root:
(s * 2/3)^2 = d
4. Expand and solve for d:
d = (4/9) * s^2
Therefore, in terms of s, d = (4/9) * s^2.
1. Divide by (3/2) on both sides:
s / (3/2) = sqrt(d)
2. Multiply by 2/3 (or divide by 3/2):
s * (2/3) = sqrt(d)
3. Square both sides to get rid of the square root:
(s * 2/3)^2 = d
4. Expand and solve for d:
d = (4/9) * s^2
Therefore, in terms of s, d = (4/9) * s^2.