a woman standing at position a finds that the angle of elevation to the top of a 260 m high tower is 35 degrees. upon walking to position B which is closer to the tower she finds that the angle has become 52 degrees. find the distance that the women walked in between making the observations

Question

Mathematics

Casey Edwards

23 May, 06:07

a woman standing at position a finds that the angle of elevation to the top of a 260 m high tower is 35 degrees. upon walking to position B which is closer to the tower she finds that the angle has become 52 degrees. find the distance that the women walked in between making the observations

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Morrow · Answer 1

168.2 m

Step-by-step explanation:

total distance:

tan (35) = 260/x

0.7=260/x

x=371.43

closer distance:

tan (52) = 260/y

1.28=260/y

y=203.13

walking distance:

371.43-203.23=168.2 m