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A student counted up the number of statements implemented in a program developed for sorting n integers and came up with a recurrence of the form:
T(n) = a * n + b + 2T(n/2), and T(1) = s where a, b and s are constants.
(a) Use the method of repeated substitution to solve this recurrence suppose that n = 2k for some integer k ≥ 0. You must contain as much detail as giveninclass
(Step 0, Step 1, Step 2, Step i, ...).
Your answer should be a closed formula: sums or expressions with T in the formula are not allowed.
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Q. Make a generalized program that accepts a number & base, convert it into the given base. Perform necessary validations.
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Write a program to mask bits D3D2D1D0 and to set bits D5D4 and to invert bits D7D6 of the AX register.
michelson-morley experiment-motivation and experimental setup
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