Section 1
Estimating with Benchmark Percents
Property
To estimate the percent of a number, round the percent to a nearby benchmark percent that is easy to calculate mentally. Common benchmark percents include , , , and .
In this Grade 6 lesson from enVision Mathematics Chapter 6, students learn how to estimate the percent of a number using three strategies: equivalent fractions, rounding, and compatible numbers. The lesson covers Common Core standard 6.RP.A.3c and guides students through real-world problems, such as approximating 46% of 500 by recognizing that 46% is close to 50%, which equals one-half. By the end of the lesson, students can choose the most efficient estimation method based on the numbers given.
Section 1
Estimating with Benchmark Percents
To estimate the percent of a number, round the percent to a nearby benchmark percent that is easy to calculate mentally. Common benchmark percents include , , , and .
Section 2
Rounding Both the Percent and the Number
To estimate the percent of a number, you can round both the percent and the number to create a simpler problem. First, round the percent to a nearby benchmark percent (like , , or ). Then, round the whole number to a compatible number that is easy to calculate with.
This estimation strategy makes calculations much simpler by using numbers that are easier to work with. By rounding the percent to a common benchmark and the whole number to a compatible value, you can often perform the calculation mentally. This method provides a reasonable approximation of the actual answer without needing a calculator. The goal is to choose rounded values that make the multiplication straightforward.
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Section 1
Estimating with Benchmark Percents
To estimate the percent of a number, round the percent to a nearby benchmark percent that is easy to calculate mentally. Common benchmark percents include , , , and .
Section 2
Rounding Both the Percent and the Number
To estimate the percent of a number, you can round both the percent and the number to create a simpler problem. First, round the percent to a nearby benchmark percent (like , , or ). Then, round the whole number to a compatible number that is easy to calculate with.
This estimation strategy makes calculations much simpler by using numbers that are easier to work with. By rounding the percent to a common benchmark and the whole number to a compatible value, you can often perform the calculation mentally. This method provides a reasonable approximation of the actual answer without needing a calculator. The goal is to choose rounded values that make the multiplication straightforward.
Book overview
Jump across lessons in the current chapter without opening the full course modal.
Continue this chapter