Dean says that 13% is greater than 0.1
Is Dean correct?
Give a reason for your answer.

It is required to find whether Dean's statement is true.

Dean's statement of being greater than is correct.

Dean says that is greater than

Let us convert the percentage value to a decimal value since the other number is also a decimal value.

So,

Dean's statement of being greater than is correct.

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Dean is correct

Step-by-step explanation:

% means out of 100, so 13% can also be written as 13/100 or .13

Now we can compare decimals to decimals.

.13 > .10

You can even multiply both numbers by 100 to check your work!

*Remember, when multiplying a number by 100, just move the decimal point two places to the right.*

.13(100) = 13

.1(100) = 10 or .10(100) = 10

Notice that by adding a 0 to the end of .1, it's value does not change.

Let's compare again:

Since 13 > 10, Dean is correct.

rx and sx

step-by-step explanation: