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Question Identify the remainder, if any. Check if N = D × Q + R.
(a) 887 ÷ 3
Here, N = 887, D = 3, Q = 295, R = 2
Since, 3 × 295 + 2 = 885 + 2 = 887
Therefore, N = D × Q + R
(b) 283 ÷ 8
Solution:
Here, N = 283, D = 8, Q = 35, R = 3
Since, 8 × 35 + 3 = 280 + 3 = 283
Therefore, N = D × Q + R
(c) 745 ÷ 5
Solution:
Here, N = 745, D = 5, Q = 149, R = 0
Since, 5 × 149 + 0 = 745 + 0 = 745
Therefore, N = D × Q + R
(d) 767 ÷ 26
Solution:
Here, N = 767, D = 26, Q = 29, R = 13
Since, 26 × 29 + 13 = 754 + 13 = 767
Therefore, N = D × Q + R
(e) 530 ÷ 41
Solution:
Here, N = 530, D = 41, Q = 12, R = 38
Since, 41 × 12 + 38 = 492 + 38 = 530
Therefore, N = D × Q + R
(f) 888 ÷ 67
Solution:
Here, N = 888, D = 67, Q = 13, R = 17
Since, 67 × 13 + 17 = 871 + 17 = 888
Therefore, N = D × Q + R
NCERT Textbook Pages 126-128
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