Question: 1. (10 pts) The number of binary digits (or bits) needed to represent a positive integer n is Og2 n + 1 (The floor brackets

1. (10 pts) The number of binary digits (or bits) needed

1. (10 pts) The number of binary digits (or bits) needed to represent a positive integer n is Og2 n + 1 (The "floor" brackets around log2 n indicate the floor function, which means to "round down" any fractional remainders. So the "floor" of 7.34, for example, is just 7.) How many binary digits are needed to store the decimal number 52,837 in binary? Use the change of base theorem to compute the above

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