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mport math ef segment_area(r,theta): """calculate the area given radius r and angle theta, return the segment's area. Use the variable named 'area' to hold and return the correct value """ # your code here mport math function ef segment_area(r, theta): # area of sector sector_area = math.pi *(r * r)* (theta / 36) # area of triangle triangle = 1 / 2 *(r * r) * math.sin((theta * math.pi) / 180) # area of segment area = sector_area return area triangle;

mport math ef segment_area(r,theta): """calculate the area given radius r and angle theta, return the segment's area. Use the variable named 'area' to hold and return the correct value """ # your code here mport math function ef segment_area(r, theta): # area of sector sector_area = math.pi *(r * r)* (theta / 36) # area of triangle triangle = 1 / 2 *(r * r) * math.sin((theta * math.pi) / 180) # area of segment area = sector_area return area triangle;

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Q3: complete the function that returns the area of a segment of a circle with radius r and angle theta (in degrees). Note, use math.pi for pi. import math def segment_area(r, theta): """calculate the area given radius r and angle theta, return the segment's area. Use the variable named 'area' to hold and return the correct value """ # your code here import math # function def segment_area (r, theta): # area of sector sector_area = math.pi *(r * r)* (theta / 360) # area of triangle triangle = 1 / 2 *(r * r) * math.sin((theta * math.pi) / 180) # area of segment area = sector_area - triangle; return area
Transcribed Image Text:Q3: complete the function that returns the area of a segment of a circle with radius r and angle theta (in degrees). Note, use math.pi for pi. import math def segment_area(r, theta): """calculate the area given radius r and angle theta, return the segment's area. Use the variable named 'area' to hold and return the correct value """ # your code here import math # function def segment_area (r, theta): # area of sector sector_area = math.pi *(r * r)* (theta / 360) # area of triangle triangle = 1 / 2 *(r * r) * math.sin((theta * math.pi) / 180) # area of segment area = sector_area - triangle; return area
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