"7 goes into 25 three (3) times (21) with 4 left over" Write the remainder 4 beside the 2 Continue "7 goes into 42 six (6) times exactly" Compare the simplicity of that with long division In long division, we bring down the 2 and write it next to the remainder 4 In short division, we simply write the remainder next to 2A number (x) when divided by 7 leaves a remainder 3 According to remainder theorem, x = 7q 3 (1) the resulting quotient when divided by 11 leaves a remainder 6 So, q = 11b 6 (2) From (1) and (2) x = 7(11b 6) 3=77b45 when x divided by 11 leaves a reminder m ⇒ 7b 4 (1/11) ⇒ Remainder = 1MTAP SET 1docx MTAP SET 1_1_2_3_4_5_6_7 What is the remainder of 32 486 divided by 11 I am thinking of a number If I add 52 and subtract 33 I get 27
4th Grade Number
