Which of the following explains how to use partial quotients to find 832 26? O A. Subtract 20 x 40 from 832 to get 32. Then subtract 1 x 20 from 32 to gel 6. Then add the partial quotients 20 +1+6 lo get 27. The quotient is 27. O B. Subtract 30 x 25 from 832 to get 82. Then subtract 3 x 20 from 82 to get 0. Then add tho partial quotionts 30 + 3 to get 33. The quotient is 33. O C. Sublract 30 x 20 from 832 lo get 52. Then subtract 2 x 26 from 52 to get 0: Then add the partial quotients 30 + 2 lo get 32. The quotient is 32. O D. Subtract 30 x 20 from 832 to get 52. Then subtract4x 13 from 52 to get 0. Thon add the partial quotionts 30 + 4 to got 34. The quotient is 34.
Which of the following explains how to use partial quotients to find 832 26? O A. Subtract 20 x 40 from 832 to get 32. Then subtract 1 x 20 from 32 to gel 6. Then add the partial quotients 20 +1+6 lo get 27. The quotient is 27. O B. Subtract 30 x 25 from 832 to get 82. Then subtract 3 x 20 from 82 to get 0. Then add tho partial quotionts 30 + 3 to get 33. The quotient is 33. O C. Sublract 30 x 20 from 832 lo get 52. Then subtract 2 x 26 from 52 to get 0: Then add the partial quotients 30 + 2 lo get 32. The quotient is 32. O D. Subtract 30 x 20 from 832 to get 52. Then subtract4x 13 from 52 to get 0. Thon add the partial quotionts 30 + 4 to got 34. The quotient is 34.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Which of the following explains how to use partial quotients to find 832÷26
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