Question

there are 18 marbles in a blue jar. the blue jar has 6 times as many marbles as a red jar. let m be the number of marbles in the red jar.
write an equation that relates the number of marbles in the two jars.
use m, 18, and 6.
\\(\square = \square \times \square\\)
find m.
\\(m = \square\\)

Explanation:

Step1: Define the relationship

The blue jar has 6 times as many marbles as the red jar. Let \( m \) be the number of marbles in the red jar. So the equation is \( 18 = 6 \times m \) (or \( 18 = m \times 6 \)).

Step2: Solve for \( m \)

To find \( m \), we divide both sides of the equation \( 18 = 6m \) by 6. So \( m=\frac{18}{6}=3 \).

Answer:

Equation: \( 18 = 6 \times m \) (or \( 18 = m \times 6 \))
\( m = 3 \)