c=√d/ab ,make d the subject.
c=√d/ab
abc = √d
(abc)^2 = d
c=√d/ab
abc = √d
(abc)^2 = d
if i take d as subject then
d=(abc)^2
d={√d }^2(given abc = √d)
d=d or
d=(abc)^2
d=(ab√d/ab)^2
d=(ab)2(√d/ab)^2
d=d
c=√d/ab
abc = √d take bothsides sqare
(abc)^2 = d
To make d the subject in the equation c = √d/ab, we need to isolate d on one side of the equation.
Step 1: Square both sides of the equation to eliminate the square root.
c^2 = (√d/ab)^2
Step 2: Remove the square root by squaring the expression (√d/ab).
c^2 = (d/ab)^2
Step 3: Remove the square by multiplying both sides by (ab)^2.
c^2(ab)^2 = d^2
Step 4: Take the square root of both sides to solve for d.
√(c^2(ab)^2) = d
Simplifying the expression under the square root:
√((c^2)(a^2)(b^2)) = d
Final Answer: d = √(c^2)(a^2)(b^2)