First, let's calculate the value of each side of the statement.

1. Calculate $0.287 \times 5$:
$$0.287 \times 5 = 1.435$$

2. Calculate $13.05 \div 9$:
$$13.05 \div 9 = 1.45$$

Now, compare the two results:
$$1.435 \quad \text{and} \quad 1.45$$

Since $1.435

Question

First, let's calculate the value of each side of the statement.

1. Calculate $0.287 \times 5$:
$$0.287 \times 5 = 1.435$$

2. Calculate $13.05 \div 9$:
$$13.05 \div 9 = 1.45$$

Now, compare the two results:
$$1.435 \quad \text{and} \quad 1.45$$

Since $1.435 < 1.45$, the correct sign to make the statement true is $<$.

Therefore, the statement is:
$$0.287 \times 5 < 13.05 \div 9$$

Knowee AI · Accepted Answer

First, let's calculate the value of each side of the statement.

1. Calculate $0.287 \times 5$:
$$0.287 \times 5 = 1.435$$

2. Calculate $13.05 \div 9$:
$$13.05 \div 9 = 1.45$$

Now, compare the two results:
$$1.435 \quad \text{and} \quad 1.45$$

Since $1.435 < 1.45$, the correct sign to make the statement true is $<$.

Therefore, the statement is:
$$0.287 \times 5 < 13.05 \div 9$$

Which sign makes the statement true?0.287 × 5 13.05 ÷ 9><=Submit