1
answer
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watching
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26 Dec 2020
Jill is currently standing
meters away from a tree that is
meters in height. What type of function will she produce if she wants to describe the height of the tree that she is looking at with respect to the horizontal distance between her and the tree considering that her eyes are looking at the tree at a fixed angle of
.
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)
Jill is currently standing meters away from a tree that is
meters in height. What type of function will she produce if she wants to describe the height of the tree that she is looking at with respect to the horizontal distance between her and the tree considering that her eyes are looking at the tree at a fixed angle of
.
Rozalliene HomigopLv10
26 Dec 2020