Question

Which equation correctly solves A = n(b1 + b2) for h?

1. Oh = A(61 + b2)
2. Oh = 2A(61 + b2)
3. Oh = 42(b1 + 52)
4. Oh = 2(b1 + 62)

Answer 1

The equation to solve for 'h' in A = n(b1 + b2)h is h = A / n(b1 + b2). The options provided are incorrect due to a typo and not reflecting the proper algebraic manipulation.

Step-by-step explanation:

The original equation is A = n(b1 + b2)h, and we need to solve for h. First, we divide both sides of the equation by n(b1 + b2) to isolate h on one side:

h = A / n(b1 + b2)

Note that there is no 'Oh' in the correct algebraic manipulation; it's likely 'Oh' is a typo for 'h'. Hence, none of the given options are correct, as they include 'Oh' instead of 'h' and do not represent the correct algebraic steps needed to isolate 'h'.