What is the minimum number of multiplications needed to generate x60 when starting from x? (you may only use terms of x to solve this problem, x * x = x2 is one multiplication, x2 * x2 leaves us at 2 multiplications, …)
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What is the minimum number of multiplications needed to generate x60 when starting from x? (you may only use terms of x to solve this problem, x * x = x2 is one multiplication, x2 * x2 leaves us at 2 multiplications, …)
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- Do the addition problem 174 + 291 in base 2, 8, 10, and 16. Convert the answers to base 10. I don't know exactly what my teacher wanted, but I am assuming that the problem would be written like so: 174 base 2 + 291 base 2 = x base 10 and so on.Please calculate the multiplication series of 8 matrices: A*B*C*D*E*F*G*H The dimensions are: 32x35, 35x24, 24x30, 30x36, 36x25, 25x40, 40x34, 34x35 What is the best order to multiply them? Please use parentheses to express the multiplication order, such as (((AB)(CD))((EF)(GH))) How many multiplications are required in total?Description Xiao Zhang is often distressed because there are too many things to arrange. Now he has n tasks at hand, and each task has a starting times, and an ending time e;. To complete a task, he must do it from the starting time to the ending time, and Xiao Zhang can only perform one task at the same time. Xiao Zhang wants to know how many tasks he can accomplish at most. Input The first line is an integer n (1sns300000), indicating the number of tasks Xiao Zhang has at hand. In the next n lines, each line contains two integers s₁, e¡ (1≤s;Evaluate each of the following postfix/prefix expressions. Show your step-by-step solution to solving the expression. e.g. +2/*836 Solution: + 2 / * 8 3 6 + 2 / 24 6 + 2 4 6To multiply two positive integers without using the * operator (or / operator), use a recursive function. Bit shifting, addition, and subtraction are all acceptable, but you should use them sparingly.e) Show that if 6 integers are chosen at random, at least two numbers will have the same remainder when divided by 5. Use pigeonhole principle.SEE MORE QUESTIONS