QuestionAugust 25, 2025

Remember: the problem we're trying to solve is 2.3times 0.8 We can use our answer to 23times 8 to find 2.3times 8 Fill in the guided sentences below. is square of 23, so 2.3times 8 is square of 23times 8 We move the decimal point to the left square 23times 8=184 2

Remember: the problem we're trying to solve is 2.3times 0.8 We can use our answer to 23times 8 to find 2.3times 8 Fill in the guided sentences below. is square of 23, so 2.3times 8 is square of 23times 8 We move the decimal point to the left square 23times 8=184 2
Remember: the problem we're trying to solve is 2.3times 0.8 We can use our answer to 23times 8 to find 2.3times 8 Fill in the guided sentences below. is square of 23, so 2.3times 8 is square of 23times 8 We move the decimal point to the left square 23times 8=184 2

Solution
4.6(181 votes)

Answer

18.4 Explanation 1. Identify the relationship 2.3 is \frac{1}{10} of 23, so 2.3 \times 8 is \frac{1}{10} of 23 \times 8. 2. Calculate 2.3 \times 8 Since 23 \times 8 = 184, then 2.3 \times 8 = \frac{1}{10} \times 184. 3. Move the decimal point Move the decimal point one place to the left in 184 to get 18.4.

Explanation

1. Identify the relationship<br /> $2.3$ is $\frac{1}{10}$ of $23$, so $2.3 \times 8$ is $\frac{1}{10}$ of $23 \times 8$.<br /><br />2. Calculate $2.3 \times 8$<br /> Since $23 \times 8 = 184$, then $2.3 \times 8 = \frac{1}{10} \times 184$.<br /><br />3. Move the decimal point<br /> Move the decimal point one place to the left in $184$ to get $18.4$.
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