If a^2=b/c, than c^2=
i don't get the formula
if a^2 = b/c
multiply both sides by c
a^2 c = b
divide both sides by a^2
c = b/a^2
c^2 = b^2/a^4
To find the value of c^2 in terms of a, b, and c, let's begin by manipulating the given equation:
a^2 = b/c
To get c^2 on one side of the equation, we need to isolate c. To do this, we can cross-multiply:
a^2 * c = b
Now, let's solve for c. Divide both sides of the equation by a^2:
c = b / a^2
To find c^2, we square both sides of the equation:
c^2 = (b / a^2)^2
When we square a fraction, we square both the numerator and denominator:
c^2 = (b^2) / (a^2)^2
Simplifying further:
c^2 = b^2 / a^4
Therefore, c^2 equals b^2 divided by a^4.