Question

level 158
what is the equivalent fraction for a number that is one hundredth greater than 9.413?
select an answer
a ( 109 \frac{413}{1000} )
b ( 9 \frac{513}{1000} )
c ( 9 \frac{423}{1000} )
d ( 9 \frac{414}{1000} )

Explanation:

Step1: Understand the problem

We need to find a number that is one hundredth (which is \( \frac{1}{100} = 0.01 \)) greater than 9.413, then convert it to a fraction.

Step2: Calculate the new number

Add 0.01 to 9.413: \( 9.413 + 0.01 = 9.423 \)

Step3: Convert to a fraction

9.423 can be written as a mixed number. The whole number is 9, and the decimal part 0.423 is \( \frac{423}{1000} \) (since the thousandths place is the third decimal place). So the mixed number is \( 9\frac{423}{1000} \)

Answer:

C. \( 9\frac{423}{1000} \)