Check 10.9
Finish the function productOfPerfectSquares(n) that returns the product of all positive perfect squares less than or equal to the integer n. You must use the provided list comprehension and a call to the reduce function. Your function should be one line long.
Note: The autograder for this problem will only consider the first two lines of your submission.
from functools import reduce
def productOfPerfectSquares(n): return [i**2 for i in range(1, int(n**0.5) + 1) if i**2 <= n]
def testProductOfPerfectSquares():
print("Testing productOfPerfectSquares...", end="")
assert(productOfPerfectSquares(10)==36)
assert(productOfPerfectSquares(100)==13168189440000)
assert(productOfPerfectSquares(99)==131681894400)
assert(productOfPerfectSquares(1)==1)
print("Passed!")
testProductOfPerfectSquares()
import sys
def set_certificate(certificate_div_id, certificate):
document[certificate_div_id].textContent = certificate
def get_student_code(student_code_div_id):
raw_student_code = document[student_code_div_id].textContent
return window.patchCodeToCheckTimeout(raw_student_code, 'check_timeout();');
class captureIO:
def __init__(self):
self.captured = []
def get_output(self):
out = ""
for c in self.captured:
out += str(c)
return out
def write(self, data):
self.captured.append(data)
def flush(self):
pass
def make_certificate(student_code_div_id, certificate_div_id):
certificate = []
student_code = get_student_code(student_code_div_id)
student_code = '\n'.join(student_code.splitlines()[:2])
try:
execCapture = captureIO()
sys.stdout = execCapture
sys.stderr = execCapture
exec(student_code)
if not "reduce(" in student_code:
set_certificate(certificate_div_id, "No reduce")
return
for n in range(1,50):
output = productOfPerfectSquares(n)
certificate.append((output, type(output)))
set_certificate(certificate_div_id, str(certificate))
except:
set_certificate(certificate_div_id, "error")