WebThe idea comes from dividing fractions. There are three possibilities, fraction divided by fraction such as (4/5)/(16/15) where you flip the denominator and multiply to get (4/5)(15/16) which will reduce to 3/4. The other two have a whole number in numerator or denominator. In this case, you can change whole number to a fraction by dividing by 1. WebLet’s work through the process by dividing 78 by 3. Divide the first digit of the dividend, 7, by the divisor, 3. The divisor 3 can go into 7 two times since 2 × 3 = 6. Write the 2 above the 7 in the quotient. Multiply the 2 in the quotient by 3 and write the product, 6, under the 7. Subtract that product from the first digit in the dividend.

1.3.2: Dividing Whole Numbers and Applications

WebIn the last article, we learned that a remainder is what remains after dividing. For example, when dividing 7\div 3 7 ÷3, we get 2 2 with a remainder of 1 1, which can be written like this: 7\div3=2\text { R } 1 7 ÷ 3 = 2 R 1. But what do remainders mean in the real world? WebDivide Whole Numbers in Applications. We will use the same strategy we used in previous sections to solve applications. First, we determine what we are looking for. … skittles constipation

Dividing Whole Numbers in Applications - Lumen Learning

WebDivide Whole Numbers in Applications. We will use the same strategy we used in previous sections to solve applications. First, we determine what we are looking for. Then we write a phrase that gives the information to find it. We then translate the phrase into math notation and simplify it to get the answer. Finally, we write a sentence to ... Web1.5 Divide Whole Numbers. The topics covered in this section are: ... Translate word phrases to math notation; Divide whole numbers in applications; 1.5.1 Use Division Notation. So far we have explored addition, subtraction, and multiplication. Now let’s consider division. Suppose you have the $12$ cookies in the figure below and want to ... swarland show 2022