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If the divisor is a decimal then you must multiply by a power of 10 to make it a whole number. Why is it important to multiply the dividend and the divisor by the same power of 10? NEED HELP ASAP WILL GIVE BRAINLIST ALSO NO SAMPLE RESPONSE


Now students, let's take a closer look at division and the concepts of dividend and divisor. The number being divided, such as 15 in this example, is known as the dividend, while the number being divided by, like 3 in this case, is called the divisor. The outcome of the division is known as the quotient. Isn't it interesting that even if we change the quotient and divisor, 15 multiplied by 3 will always give us 5 as the correct equation? Now, let's talk about where the dividend and divisor appear in a division problem. The dividend is located to the right or underneath the division bracket, while the divisor is on the left or outside of the bracket. And did you know that an integer that can divide another integer to get a result is called a divisor? In contrast, the result of the division, or quotient, is the dividend, the original number that gets divided. Remember that the quotient is equal to the dividend divided by the divisor, or quotient = dividend ÷ divisor. If we want to keep the same proportion between the divisor and dividend, we can multiply them by the same power. It's worth noting that this is true for division that is not decimal. As an example, we can see that 10 divided by 5 equals 2. If we multiply both sides by ten, we get 100 divided by 50, which is still two. However, if we divide only by ten, we get 100 divided by 5, which is equal to 20, or 10 divided by 50, which is equal to 1/5. And both of these throw off the ratio. If you want to learn more about divisor and dividend, check out brainly.com/question/28041197.