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How 2479.24 is converted from decimal to sexadecimal? - Answers
Define R = 2479.24 Start Loop Find the highest power, P, of 60 that is smaller than R ie 60P ≤ R < 60P+1. Find the integer value of R/60P = I The digit in 60P place is I. Note that "digit" ranges from 0 to 59. Calculate R by (R - I*60P) If R = 0 then stop. If not, go around the loop again until you have the desired level of accuracy. 2479.2410 = 41 19 . 03 13 07 ... ie 41*601 + 19*600 + 03*60-1 + 13*60-2 + 07*60-3 + ...
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How 2479.24 is converted from decimal to sexadecimal? - Answers
Define R = 2479.24 Start Loop Find the highest power, P, of 60 that is smaller than R ie 60P ≤ R < 60P+1. Find the integer value of R/60P = I The digit in 60P place is I. Note that "digit" ranges from 0 to 59. Calculate R by (R - I*60P) If R = 0 then stop. If not, go around the loop again until you have the desired level of accuracy. 2479.2410 = 41 19 . 03 13 07 ... ie 41*601 + 19*600 + 03*60-1 + 13*60-2 + 07*60-3 + ...
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How 2479.24 is converted from decimal to sexadecimal? - Answers
Define R = 2479.24 Start Loop Find the highest power, P, of 60 that is smaller than R ie 60P ≤ R < 60P+1. Find the integer value of R/60P = I The digit in 60P place is I. Note that "digit" ranges from 0 to 59. Calculate R by (R - I*60P) If R = 0 then stop. If not, go around the loop again until you have the desired level of accuracy. 2479.2410 = 41 19 . 03 13 07 ... ie 41*601 + 19*600 + 03*60-1 + 13*60-2 + 07*60-3 + ...
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- og:descriptionDefine R = 2479.24 Start Loop Find the highest power, P, of 60 that is smaller than R ie 60P ≤ R < 60P+1. Find the integer value of R/60P = I The digit in 60P place is I. Note that "digit" ranges from 0 to 59. Calculate R by (R - I*60P) If R = 0 then stop. If not, go around the loop again until you have the desired level of accuracy. 2479.2410 = 41 19 . 03 13 07 ... ie 41*601 + 19*600 + 03*60-1 + 13*60-2 + 07*60-3 + ...
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