Question

solve the following equation for a. be sure to take into acc whether a letter is capitalized or not.
$h = \frac{a}{4b + g^2}$

Explanation:

Step1: Multiply both sides by \(4B + g^2\)

To isolate \(A\), we multiply both sides of the equation \(H=\frac{A}{4B + g^2}\) by \(4B + g^2\). This gives us \(H(4B + g^2)=\frac{A}{4B + g^2}\times(4B + g^2)\).

Step2: Simplify the right - hand side

The \((4B + g^2)\) terms on the right - hand side cancel out, leaving us with \(A = H(4B+g^2)\). We can also expand the right - hand side using the distributive property: \(A = 4BH+Hg^2\).

Answer:

\(A = H(4B + g^{2})\) (or \(A=4BH + Hg^{2}\))