Explanation Given Information: The provided expression is 13838 ÷ 34 . Formula used: Steps to divide whole numbers: Step 1: Find the first partial dividend which is the first group of the digits present in dividend that is larger than or equal to the divisor, starting from the leftmost digit. Step 2: Starting with the first partial dividend and then for each in turn: (a) Compute the division of the partial dividend by the divisor followed by writing the partial quotient above the rightmost numeral of the partial dividend. (b) Compute the multiplication of the partial quotient with the divisor and write the result beneath the partial dividend by aligning the places. (c) Compute the difference of the partial dividend and the product and write the difference under the product by aligning places provided the difference should be less than the divisor. (d) Bring down the subsequent digit of the dividend which will become the new partial dividend. Step 3: Use all the digits of the dividend and write the final difference as the remainder unless it is zero. The number written above the dividend is the whole number part of the quotient. Step 4: To verify, compute the multiplication of the quotient with the divisor and add the remainder to the product, this will be equivalent to the dividend. Calculation: Consider the provided expression, 13838 ÷ 34 The first partial dividend will be 138 as it is greater than the divisor, that is 34 . 34 13838 Compute the division for all the partial dividends as, 34 407 13838 136 _

11th Edition

ISBN: 9780134496436

Author: Cheryl Cleaves, Margie Hobbs, Jeffrey Noble

Publisher: PEARSON

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Chapter 1.2, Problem 25SE

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The division of the expression 13838 ÷ 34 and verify the quotient.

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