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the capilano suspension bridge in north vancouver is the world's highest footbridge of its kind. the bridge is 140m long . from the ends of the bridge the angles of depression of a point on the river under the bridge are 41 degree and 48 degrees. how high is the bridge above the river to the nearest metre
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How Can i solve this question?
It is not forming a 90 degree triangle...
hmm trying to visualize it, but it's not coming to mind easily
so the 41 and 48 degrees, where do they play in?
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