Consider the following function that prints a triangle of height n. def triangle (n): for i in range (n) : for j in range (i): s += "#" print (s) Explain, in terms of big-0, what is the time complexity of triangle as a function of n. You can assume that the operation s+="#" is constant time.

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Consider the following function that prints a triangle of height n.

def triangle(n): s = "" for i in range(n): for j in range(i): s += "#" print(s)

Explain, in terms of big-Θ, what is the time complexity of triangle as a function of n. You can assume that the operation s+="#" is constant time.

Consider the following function that prints a triangle of height n.
def triangle (n) :
8 = " I
for i in range (n) :
for j in range (i): s
+= "#"
print (s)
Explain, in terms of big-0, what is the time complexity of triangle as a function of n. You can assume that the operation s+="#" is constant
time.
Transcribed Image Text:Consider the following function that prints a triangle of height n. def triangle (n) : 8 = " I for i in range (n) : for j in range (i): s += "#" print (s) Explain, in terms of big-0, what is the time complexity of triangle as a function of n. You can assume that the operation s+="#" is constant time.
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