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A tree is 33 and one third ft tall. Why?
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You'll find out after you've solved your math problems.
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A 1.7-metre tall man stands 12 m from the base of a tree. He views the top of the tree at an angle of elevation of 58°. How
Top answer:
Draw a diagram, and review your basic trig functions. It should be clear that (h-1.7)/12 = tan58° h
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Yosef waters a date tree and a lemon tree. The lemon tree is 8 feet tall. The equation ☐ = 3 × 8 can be used to find the
Top answer:
The correct answer is: The date tree is 3 times as tall as the lemon tree.
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The council tells Mrs Hussein that the tree in her garden is too tall, and orders her to reduce its height by 15%. She cuts 75cm
Top answer:
Let "x" be the original height of the tree in meters. 15% of x is (15/100)*x = 0.15x. To reduce its
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If John stands near a 30 foot tall tree and leans a 50 foot tall ladder against the tree that reaches to the top of tree, then
Top answer:
think 3-4-5 right triangle. or, do the math: √(50^2 - 30^2)
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A six-feet tall person wants to know the height of a tree. The person stands 20 feet from the tree and sights to the top of the
Top answer:
Are we assuming the tree and person are on flat horizontal ground? If so, then height=6+20tan30 Draw
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Suppose the angle of elevation to the top of a tree is 47 degrees. If you are standing 28 feet from the tree, how tall is the
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Did you make your diagram? Which trig ratio do you think will fit your situation?
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karen, (who is 1,6m tall) wishes to calculate the height of a tall tree. she stands 50m from the base of the tree and measures
Top answer:
review your basic trig definitions, and draw a diagram. You will see that (h-1.6)/50 = tan 36° Now
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A 6 foot tall man is standing near a tree on level ground as shown in the picture above the tree is 18ft if the man's shadow is
Top answer:
Your problem states that the tree is 18 ft. Did you leave something out?
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Gina plant a tree of 1m tall when she was in 1st grade, the tree grow 1% every month continuously. How tall will the tree be
Top answer:
Do you mean when Gina graduates from high school?
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a tower 61 m high is located 44 meters from a tall tree.from the top of the tree.the angle of elevation to the tower is 36
Top answer:
As always, draw a diagram. If the tree has height h, then (61-h)/44 = tan 36°
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