question 5 (2 points)\n(02.01 mc)\ne = hf - w\nf =?\n a (e - w)/h\n b (e + w)/h\n c he + w\n d he - w

question 5 (2 points)\n(02.01 mc)\ne = hf - w\nf =?\n a (e - w)/h\n b (e + w)/h\n c he + w\n d he - w

question 5 (2 points)\n(02.01 mc)\ne = hf - w\nf =?\n a (e - w)/h\n b (e + w)/h\n c he + w\n d he - w

Answer

Explanation:

Step1: Isolate the term with f

Add w to both sides of the equation $E = hf - w$. We get $E + w=hf$.

Step2: Solve for f

Divide both sides of the equation $E + w = hf$ by h. So, $f=\frac{E + w}{h}$.

Answer:

B. $(E + w)/h$