QUESTION IMAGE
Question
- \sqrt{b - 3} = 24\
- \sqrt{h + 13} = 10
Step1: Solve for $b$: Square both sides
$$(\sqrt{b - 3})^2 = 24^2$$
$$b - 3 = 576$$
Step2: Isolate $b$: Add 3 to both sides
$$b = 576 + 3$$
$$b = 579$$
Step3: Solve for $h$: Square both sides
$$(\sqrt{h + 13})^2 = 10^2$$
$$h + 13 = 100$$
Step4: Isolate $h$: Subtract 13
$$h = 100 - 13$$
$$h = 87$$
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$b = 579$, $h = 87$