For each of the following functions, indicate how much the function’s value will change if its argument is increased fourfold. a. log2 n b. √n c. n d. n2 e. n3 f. 2n

Write a function that takes as inputs the 3 sides of a triangle and returns true if it is a right triangle and false otherwise.

One way to generate the value of Eulers number e is given by the formula Complete the code that calculates the expression inside the limit, that is, (1 + 1)”, for some value n. e lim (1 + =)" n→∞o n # complete the function with the variable "n" and return the value as the variable named "e # Don't define value of "n" directly inside the function, this should be an input value whe # For example, approximate_e(1), the same rule applies for the rest of questions! def approximate_e(n): ## DO NOT give any values to "n" inside the function # YOUR CODE HERE return e ## Example to check your code ## n=2 ## give a random value to n for validation print (approximate_e(n)) # Print the values and make your judgement

I can't seem to do the nested IF function in column T3.