Which of the following statements correctly compares the decimals $1.5$ and $1.50$?

The relationship cannot be determined

Fractions and Decimals Practice — Grade 4 math

1. Which decimal has the same value as $0.4$?
- A. $0.04$
- B. $4.0$
- C. $0.40$
- D. $0.004$
2. The decimal $8.30$ is equivalent to $8.$___.
3. Which number represents the same value as 9 tenths?
- A. $0.09$
- B. $9.0$
- C. $0.90$
- D. $90.0$
4. The number $2.1$ is equal to 2 and how many hundredths? The answer is ___.
5. Which of the following statements correctly compares the decimals $1.5$ and $1.50$?
- A. $1.5$ is greater than $1.50$
- B. $1.5$ is less than $1.50$
- C. $1.5$ is equal to $1.50$
- D. The relationship cannot be determined
6. Which decimal has the same value as $0.4$?
- A. $0.04$
- B. $0.40$
- C. $4.0$
- D. $0.004$
7. The decimal $8.9$ is equivalent to the decimal $8.\_\_\_$.
8. Which phrase describes a value that is equal to "6 tenths"?
- A. 6 hundredths
- B. 60 hundredths
- C. 60 tenths
- D. 6 ones
9. Complete the equation to show the equivalence of 3 tenths and 30 hundredths: $12.3 = 12.\_\_\_$.
10. Why is the decimal $4.5$ equal to the decimal $4.50$?
- A. Because 5 tenths is equivalent to 50 hundredths.
- B. Because adding a zero anywhere after the decimal point doesn't change the value.
- C. Because both numbers have a 4 in the ones place.
- D. Because 5 and 50 are both multiples of 5.