Madison says that 579.8 * 0.001 is the same as 579.8 / 10 * 3 is she correct explain your answer

To evaluate whether Madison's statement is correct, we will calculate both expressions and see if they yield the same result.

First Expression: Calculate \( 579.8 \times 0.001 \).

\[ 579.8 \times 0.001 = 0.5798 \]

Second Expression: Calculate \( 579.8 / 10 \times 3 \).

First, divide \( 579.8 \) by \( 10 \):

\[ 579.8 / 10 = 57.98 \]

Now, multiply that result by \( 3 \):

\[ 57.98 \times 3 = 173.94 \]

Now we have the two results:

• From the first expression: \( 0.5798 \)
• From the second expression: \( 173.94 \)

Since \( 0.5798 \) is not equal to \( 173.94 \), Madison is incorrect.

To summarize: \( 579.8 \times 0.001 \) does not equal \( 579.8 / 10 \times 3 \).