Answer 1 of 1 Done ... import math E Calculate the length of the adjacent side of a right triangle using the length of the hypotenuse and the adjacent angle. def adjacent_length(hypotenuse,...

Could you explain to me how the calculations are done using this code!? Sample output is hyp=5, oppo=4, and adj=3Answer 1 of 1<br>Done<br>...<br>import math<br>E Calculate the length of the adjacent side of a right triangle<br>using the length of the hypotenuse and the adjacent angle.<br>def adjacent_length(hypotenuse, adjacent_angle):<br>Using hypotenuse and adjacent angle, we will use cosine to find the adjacent length<br>return hypotenuse • math.cos(nath.radians(adjacent_angle))<br>Calculate the length of the opposite side of a right triangle<br>using the length of the hypotenuse and the adjacent angle.<br>def opposite_length(hypotenuse, adjacent_angle):<br>EUsing hypotenuse and adjacent angle, we will use sine to find the opposite length<br>return hypotenuse nath.sin(nath.radians(adjacent_angle))<br>* calculate adjacent angle from hypotenuse and opposite<br>def adjacent_angle_from_opposite(hypotenuse, opposite):<br>Using the opposite and hypotenuse, we will use sine inverse to find the adiacent angle<br>sine inverse opposite / hypotenuse<br>sine in python is asin(opposite/ hypotenuse)<br>return math.degrees(nath.asin(opposite / hypotenuse))<br>* Calculate the adjacent angle from adjacent and opposite<br>def adjacent_angle_from_adjacent_opposite(adjacent, opposite):<br>Using the opposite and hypotenuse, we will use tan inverse to find the adjacent angle<br>tan inverse opposite / adjacent<br>tan in python is atan(opposite /adjacent)<br>return math.degrees(nath.atan(opposite / adjacent))<br>nain progran<br>def main():<br>hypotenuse- float(input(

Extracted text: Answer 1 of 1 Done ... import math E Calculate the length of the adjacent side of a right triangle using the length of the hypotenuse and the adjacent angle. def adjacent_length(hypotenuse, adjacent_angle): Using hypotenuse and adjacent angle, we will use cosine to find the adjacent length return hypotenuse • math.cos(nath.radians(adjacent_angle)) Calculate the length of the opposite side of a right triangle using the length of the hypotenuse and the adjacent angle. def opposite_length(hypotenuse, adjacent_angle): EUsing hypotenuse and adjacent angle, we will use sine to find the opposite length return hypotenuse nath.sin(nath.radians(adjacent_angle)) * calculate adjacent angle from hypotenuse and opposite def adjacent_angle_from_opposite(hypotenuse, opposite): Using the opposite and hypotenuse, we will use sine inverse to find the adiacent angle sine inverse opposite / hypotenuse sine in python is asin(opposite/ hypotenuse) return math.degrees(nath.asin(opposite / hypotenuse)) * Calculate the adjacent angle from adjacent and opposite def adjacent_angle_from_adjacent_opposite(adjacent, opposite): Using the opposite and hypotenuse, we will use tan inverse to find the adjacent angle tan inverse opposite / adjacent tan in python is atan(opposite /adjacent) return math.degrees(nath.atan(opposite / adjacent)) nain progran def main(): hypotenuse- float(input("Enter the length of the hypotenuse: ")) = Ask Hypotenuse from user opposite - float(input("Enter the length of the opposite: "))# Ask Opposite from user ad jacent - float(input("Enter the length of the adjacent: "))E Ask Adjacent from user angle - float(input("Enter the adjacent angle of the triangle: *)) = Ask angle from user print("The length of the adjacent is: ", adjacent_length(hypotenuse, angle)) Print the length of the adjacent print("The length of the opposite is: ", opposite_length(hypotenuse, angle)) Print the length of the opposite print("The adjacent angle is: ", adjacent_angle_from_opposite(hypotenuse, opposite)) = Print the ad jacent angle print("The adjacent angle is: ", adjacent_angle_from_adjacent_opposite(adjacent, opposite)) Print the adjacent angle call main -- ain_ *: if _name main() Enter the length of the hypotenuse: 5 Enter the length of the opposite: 4 Enter the length of the adjacent: 3 Enter the adjacent angle of the triangle: 60 The length of the adjacent is: 2.50ø0000000000004 The length of the opposite is: 4.330127018922193 The adjacent angle is: 53.13010235415599 The adjacent angle is: 53.13010235415598
Jun 10, 2022
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