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Amanda wants to shorten the wheelchair ramp at her front door. The current ramp is 13 feet along the horizontal and the step is 9 inches high. If she doubles the measure of the angle that the ramp makes with the walkway, how long will the new ramp be to the nearest inch?
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What to do for "If she doubles the measure of the angle that the ramp makes with the walkway, how long will the new ramp be to the nearest inch?"
|dw:1432169509670:dw|
So what would doubling the measure of the angle be?
$$\sin \theta = \frac{9}{156} \\~\\\theta = \arcsin \left( \frac{9}{156} \right) \\~\\ 2\theta = 2\cdot \arcsin \left( \frac{9}{156} \right) $$
|dw:1432169821112:dw|
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Is there a way to do it without arcsin?
We have not used it before
arcsin = sin^-1
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