use Python

(A) Write a function 'rolling_ dice()' which simulates the rolling of two dice (discrete values 1 to 6) and . accepts two input values of o the number of throws and o the face value of the requested double throw, i.e. double six or four etc. Limit the number of throws to a maximum of 1 million (return None if over limit). . Counts the number of a given double throvw. Return the value of your counter. (B) Write a test function 'test throw) with identical input parameters to rolling_dice() which . filters non-sensical input (no face higher than 6 on a die, wrong type of the input parameter etc.), calls the 'rolling_dice( function and . receives the number of counts and divides it by the the number of attempts Increasing the number of throws should yield closer and closer results to the probability of 1/36 for a double throw Answer: (penalty regime 10, 20, 96) 1