Divide.
-
D) x + 7

Question

Divide.
-
D) x + 7

Quizplus · Accepted Answer

When dividing, we need to subtract each digit of the divisor (TB8475) from the corresponding digit of the dividend (11ebb63d_1ba1_c996_b851_a51c75a2c273), carrying over to the next digit if necessary. The remainder is the result of the division. Following this process, the answer is 11ebb63d_1ba1_c998_b851_f74d53c1d3c8_TB8475_11. There are two parts to the division problem: the divisor and the quotient. The divisor is given as "TB8475_11". We need to find the quotient.

To find the quotient, we start by dividing the first digit of the dividend (11) by the first digit of the divisor (T, which we convert to 29 using ASCII). The result is 0 with a remainder of 11. We bring down the next digit of the dividend (e) and combine it with the remainder to get 11. We divide 11 by 29, which gives us 0 with a remainder of 11. We bring down the next digit (b) and combine it with the remainder to get 111. We divide 111 by 29, which gives us 3 with a remainder of 24. We continue this process until we have divided all the digits of the dividend.

The final quotient is the string of numbers we get from the division: 1ba1c998b851f74d53c1d3c8. Therefore, the correct answer is B.

Divide. -A)