# Q11
def lambda_curry2(func):
    """
    Returns a Curried version of a two argument function func.
    >>> from operator import add
    >>> x = lambda_curry2(add)
    >>> y = x(3)
    >>> y(5)
    8
    """
    "*** YOUR CODE HERE ***"
    return ______


# Q12
def funception(func_a, start):
    """ Takes in a function (function A) and a start value.
    Returns a function (function B) that will find the product of 
    function A applied to the range of numbers from 
    start (inclusive) to stop (exclusive)

    >>> def func_a(num):
    ...     return num + 1
    >>> func_b1 = funception(func_a, 3)
    >>> func_b1(2)
    4
    >>> func_b2 = funception(func_a, -2)
    >>> func_b2(-3)
    >>> func_b3 = funception(func_a, -1)
    >>> func_b3(4)
    >>> func_b4 = funception(func_a, 0)
    >>> func_b4(3)
    6
    >>> func_b5 = funception(func_a, 1)
    >>> func_b5(4)
    24
    """
    "*** YOUR CODE HERE ***"





# Q13
def cycle(f1, f2, f3):
    """ Returns a function that is itself a higher order function
    >>> def add1(x):
    ...     return x + 1
    >>> def times2(x):
    ...     return x * 2
    >>> def add3(x):
    ...     return x + 3
    >>> my_cycle = cycle(add1, times2, add3)
    >>> identity = my_cycle(0)
    >>> identity(5)
    5
    >>> add_one_then_double = my_cycle(2)
    >>> add_one_then_double(1)
    4
    >>> do_all_functions = my_cycle(3)
    >>> do_all_functions(2)
    9
    >>> do_more_than_a_cycle = my_cycle(4)
    >>> do_more_than_a_cycle(2)
    10
    >>> do_two_cycles = my_cycle(6)
    >>> do_two_cycles(1)
    19
    """
    "*** YOUR CODE HERE ***"