All Basic Arithmetic Resources
Example Questions
Example Question #91 : Basic Arithmetic
Convert to a percent.
To convert a decimal into percent, multiply the decimal by 100 and then add a "%" sign.
Add a % sign.
Example Question #1 : Changing A Decimal To A Percent
What is as a percent?
To change a demical to a percent, multiply the decimal by 100 and then add the percent sign.
Add the percent sign.
Example Question #22 : Percents And Decimals
What is as a percent?
To change a decimal into a percent, start by multiplying the decimal by 100.
Then, add a percent sign to the end of that number.
Example Question #23 : Percents And Decimals
What is as a percent?
To change a decimal into a percent, start by multiplying the decimal by 100.
Then add a percent sign to the end of the number.
Example Question #24 : Percents And Decimals
What is as a percent?
To change a decimal into a percent, multiply the decimal by 100 then add the percent sign.
Example Question #1 : Changing View
Change into a percent.
To change a decimal into a percent, multiply the decimal by then add a percent sign at the end of that number.
Example Question #1 : Changing A Decimal To A Percent
What is expressed as a percentage rounded to the nearest tenth?
Percents are numbers expressing parts of :
means
part of
, or
.
The simplest way to convert a decimal to a percentage is to move the decimal place over two places to the right. We move the decimal point to after the hundredths place because we are rewriting the decimal as a portion of . Therefore:
Now, we need to round the percentage to the nearest tenth. The number after the tenths place is a five, so we need to round up:
is therefore our final answer.
Example Question #31 : Percents And Decimals
What is expressed as a percentage rounded to the nearest hundredth?
Percents are numbers expressing parts of :
is the same thing as saying
parts of
or
The simplest way to convert a decimal to a percentage is to move the decimal place over two places to the right. We move the decimal point to after the hundredths place because we are rewriting the decimal as a portion of . Therefore:
In everyday usage, percents usually are between and
. However, when a number is greater than
, it's corresponding percentage is going to be greater than
. The next step of this problem is to round the percentage we have to the nearest hundredth. The number in the thousandths place is
, therefore, we're going to round up:
is therefore our final answer.
All Basic Arithmetic Resources
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