We use the trigonometric ratio to measure the heights and distances of different objects. Use the Tangent rule to calculate the height of the tree shown in the below diagram. tan(angle) = opposite / adjacent This can be rearranged to: opposite tan(angle) x adjacent In the above formula, the opposite side is the height of the tree, and the adjacent side is the distance between you and the tree. Write a Python program to accept (input) angle in degree and distance in meter and find and print the height of the tree. You also print the distance with two decimal places. tan@ opposite adjacent The sample input and output Enter an angle in degree: 60 Enter distance in meters: 31.17 ? A Tree Height is: 53.988023671921894 Distance is : 31.17 45° Adjacent OF Hypotenus Opposite

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We use the trigonometric ratio to measure the heights and distances of different objects. Use the
Tangent rule to calculate the height of the tree shown in the below diagram.
tan(angle) opposite / adjacent
This can be rearranged to:
opposite tan(angle) x adjacent
In the above formula, the opposite side is the height of the tree, and the adjacent side is the distance
between you and the tree. Write a Python program to accept (input) angle in degree and distance in
meter and find and print the height of the tree. You also print the distance with two decimal places.
tan
opposite
adjacent
The sample input and output
Enter an angle in degree: 60
Enter distance in meters: 31.17
?
Tree Height is: 53.988023671921894
Distance is: 31.17
OF
Hypotenus
45°
Adjacent
Opposite
Transcribed Image Text:We use the trigonometric ratio to measure the heights and distances of different objects. Use the Tangent rule to calculate the height of the tree shown in the below diagram. tan(angle) opposite / adjacent This can be rearranged to: opposite tan(angle) x adjacent In the above formula, the opposite side is the height of the tree, and the adjacent side is the distance between you and the tree. Write a Python program to accept (input) angle in degree and distance in meter and find and print the height of the tree. You also print the distance with two decimal places. tan opposite adjacent The sample input and output Enter an angle in degree: 60 Enter distance in meters: 31.17 ? Tree Height is: 53.988023671921894 Distance is: 31.17 OF Hypotenus 45° Adjacent Opposite
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