Complete the function calculate, which computes and returns the value of the following sum for the given arguments, x and n. n Σ ( ² × ²¹) = ( ² × ²¹ ) + ( ²⁄² × ²² ) + ( ³³² × ²³) + - + ( ² × ²¹) ... i=1 Assume n ≥ 1. Examples: Function Call calculate (5,4) calculate (2,7) Return Value [ ] 2.0256000000000003 140.0 calculate (7,2) 0.6122448979591837 calculate (3,9) 22.196311537875324 1 def calculate (x, n): 2 3 4 5 # Test cases 6 print (calculate (5, 4)) 7 print (calculate (2, 7)) return 0 # DELETE THIS LINE and start coding here. # Remember: end all of your functions with a return statement, not a print statement! 8 print (calculate (7, 9 print (calculate (3, 2)) 9))
Complete the function calculate, which computes and returns the value of the following sum for the given arguments, x and n. n Σ ( ² × ²¹) = ( ² × ²¹ ) + ( ²⁄² × ²² ) + ( ³³² × ²³) + - + ( ² × ²¹) ... i=1 Assume n ≥ 1. Examples: Function Call calculate (5,4) calculate (2,7) Return Value [ ] 2.0256000000000003 140.0 calculate (7,2) 0.6122448979591837 calculate (3,9) 22.196311537875324 1 def calculate (x, n): 2 3 4 5 # Test cases 6 print (calculate (5, 4)) 7 print (calculate (2, 7)) return 0 # DELETE THIS LINE and start coding here. # Remember: end all of your functions with a return statement, not a print statement! 8 print (calculate (7, 9 print (calculate (3, 2)) 9))
C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter6: Modularity Using Functions
Section6.1: Function And Parameter Declarations
Problem 11E
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