Question 1. Write a Matlab function that converts a non negative integer written in decimal base to its equivalent form expressed on an arbitrary base b≤ 10. Store the output in a vector. On input, the function must accept the number n, the base b, and the maximum number of digits m. On output, the function must return a vector of length m. If the number causes an overflow (i.e., it is bigger than what can be represented with m digits on that base), the vector must be filled with NaNs. The program must check that b> 1. If b < 1 it must return a vector of -1's. The return expression must contain the Most Significant Digit in the first entry of the vector. For example, if the number is 99 = 1 x 81 + 2 × 9, the base is 3 and m = 7, then the answer is [0010200]. For the same number, but the base is 5 and m 4

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Question 1. Write a Matlab function that converts a non negative integer written in decimal base to
its equivalent form expressed on an arbitrary base b< 10. Store the output in a vector. On input, the
function must accept the number n, the base b, and the maximum number of digits m. On output, the
function must return a vector of length m. If the number causes an overflow (i.e., it is bigger than what
can be represented with m digits on that base), the vector must be filled with NaNs. The program must
check that b > 1. If b < 1 it must return a vector of -1's. The return expression must contain the Most
Significant Digit in the first entry of the vector. For example, if the number is 99 = 1 x 81 +2 x 9, the
base is 3 and m = 7, then the answer is [0010200]. For the same number, but the base is 5 and m = 4
Transcribed Image Text:Question 1. Write a Matlab function that converts a non negative integer written in decimal base to its equivalent form expressed on an arbitrary base b< 10. Store the output in a vector. On input, the function must accept the number n, the base b, and the maximum number of digits m. On output, the function must return a vector of length m. If the number causes an overflow (i.e., it is bigger than what can be represented with m digits on that base), the vector must be filled with NaNs. The program must check that b > 1. If b < 1 it must return a vector of -1's. The return expression must contain the Most Significant Digit in the first entry of the vector. For example, if the number is 99 = 1 x 81 +2 x 9, the base is 3 and m = 7, then the answer is [0010200]. For the same number, but the base is 5 and m = 4
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