Use print statements to find out the ASCII code for '1', 'A', 'B', 'a', and 'b'. Use print statements to find out the character for the decimal codes 40, 59, 79, 85, and 90. Use print statements to find out the character for the hexadecimal code 40, 5A, 71, 72, and 7A.

p.278, icon at Example 6 # 3. (Problem A1 from the 1989 William Lowell Putnam Mathematics Competition.) Consider the sequence of integers (in base 10): 101, 10101, 1010101, 101010101, 10101010101,.... Prove that 101 is the only number in this sequence that is prime. (Hint: Use place value to write each number in terms of the sum of its digits; for example, abcde = a10+ + b10³ + c10² + d10+ e. Then examine how the sum might be factored.)

Q1 Which of the following statements is true if x (a character array) is added (+) to a y (2 x 2 double)? Select one: a. Variable x will be converted into a double and then concatenated with y to create new ASCII-type variable b. The addition operation (+) cannot be performed c. Variable y will be converted into a string and then concatenated with x to create a new string-type variable d. ASCII values of x are added to y to create a new double-type variable e. It is equivalent to the statement x == y and creates a logical-type variable   Q2 Consider the following non-linear equation where x is the independent variable, y is the dependent variable, and A and B are constants.       Which of the following is the resulting gradient variable in linearised form?   Select one: a. B b. log10(B) c. log(-A) d. A e. exp(B) Q3 Which of the following statements is false for the function header below? function [cat, ox, dragon] = rat(pig, snake)   Select one:…

You will use sequential, selection and repetition programming statements. You will define one integer number: count count will store how many times valid weights and values have been entered. You will define a variety of doubles: weight, value, sum, sumw, avg value will store the input value weight will store the input weight for that value sum  will  store  the  running   sum  of  values  and weights sumw will store the running of the weights avg  will store  the weighted  average  of  the 5 numbers  and 5  weights  input. The running sum will be calculated by this formula: sum = sum + value * weight For  example, if   the  first value  and  weight  pair  entered  is 4, 1 and  second pair  is 10, 3: sum = sum + value*weight = 0 + 4*1 sum = 4 + 10*3 = 34 sumw = 1 + 3 = 4 Values and sum are to be input and calculated within a repetition loop: while count <  5 Input value, weight sumw = sumw + weight sum = sum + value * weight count = count + 1 End while Avg is calculated by: avg =…