Find the quotient and remainder. 72 ÷ 7

It is given to find the quotient and remainder for the given number. 72 ÷ 7 We need to, start division from the highest place of the dividend and here it starts with 7 . 7 × 1 = 7 , write 1 , as the first digit of the quotient and 7 , below the first digit of dividend from left. Subtract, 7 - 7 = 0 , write the remainder 0 . Bringing down 2 , write 0 , as the next digit of the quotient and the last remainder will be 2 . Thus, 10 ← Q 7 72 - 7 ↓ 02 ← R Hence, quotient = 10 , and remainder = 2 .

Find the quotient and remainder. 72 ÷ 7

It is given to find the quotient and remainder for the given number. 72 ÷ 7 We need to, start division from the highest place of the dividend and here it starts with 7 . 7 × 1 = 7 , write 1 , as the first digit of the quotient and 7 , below the first digit of dividend from left. Subtract, 7 - 7 = 0 , write the remainder 0 . Bringing down 2 , write 0 , as the next digit of the quotient and the last remainder will be 2 . Thus, 10 ← Q 7 72 - 7 ↓ 02 ← R Hence, quotient = 10 , and remainder = 2 .

The given number 957 has to be divided by 33 . We can use the long division method. 2 9 33 9 5 7 - 6 6 2 9 7 - 2 9 7 0 Dividend = 957 Divisor = 33 Therefore, the quotient is 29 and the remainder is 0 .

Given, 28 ÷ 2 Here, Dividend = 28 and Divisor = 2 Divide the dividend by the divisor to get the quotient and the remainder. Therefore, Here, quotient = 14 and remainder = 0

Given to find, 65 ÷ 5 Here, dividend = 65 and divisor = 5 . Divide the dividend by the divisor to get the quotient and the remainder. Therefore, Therefore, quotient = 13 and remainder = 0 .

Find the quotient and remainder. 91 ÷ 13

The given number 91 has to be divided by 13 . We know that, Dividend is the number to be divided and divisor is the number by which we are dividing. Quotient is the answer and remainder is the number left over. Divisor = 13 Dividend = 91 From the multiplication table of 13 , 13 × 7 = 91 7 13 9 1 - 9 1 0 Therefore, the quotient is 7 and remainder is 0 .