1

Problem

Convert 0.003 into a fraction.

2

Step

Given a decimal number

0.30%

3

Step

Determine the place value of the final digit after the decimal point

0.003 --→ Thousandth’s place

4

Step

The denominator would be

1000

5

Hint

Fraction format: \$("Numerator")/("Denominator")\$

6

Step

So, the fraction for 0.003 is

\$3/1000\$

7

Sumup

Please summarize steps

Choices

8

Choice-A

This is incorrect because the place value of the last digit is in the thousandths, not the hundredths

Wrong \$3/100\$

9

Choice-B

This option is correct because 0.003 is equal to 3 thousandths, which is represented as \$3/1000\$

Correct \$3/1000\$

10

Choice-C

This is incorrect because the decimal is 0.03, not 0.003

Wrong \$30/100\$

11

Choice-D

This is incorrect because the fraction represents a value greater than 1, whereas 0.003 is less than 1

Wrong \$1000/3\$

12

Answer

Option

B

13

Sumup

Please summarize choices