Question

a magician has 4 rabbits. each rabbit weighs the same. the combined weight of all the rabbits is 9.2 kilograms.
(a) let w be the weight of each rabbit (in kilograms). write an equation that can be used to find w. first choose an appropriate form. then fill in the blanks with the letter w and the numbers 4 and 9.2.
□ + □ = □
□ - □ = □
□ × □ = □
□ ÷ □ = □
(b) solve your equation for w to find the weight of each rabbit.
□ kilograms

Explanation:

Step1: Select equation form

We know total weight = number of rabbits × weight per rabbit, so we use the multiplication form: $\square \times \square = \square$

Step2: Fill in values

Substitute the number of rabbits (4), weight per rabbit ($w$), and total weight (9.2):
$4 \times w = 9.2$ (or $w \times 4 = 9.2$)

Step3: Isolate $w$

Divide both sides by 4 to solve for $w$:
$w = \frac{9.2}{4}$

Step4: Calculate the value

Perform the division:
$w = 2.3$

Answer:

(a) $4 \times w = 9.2$
(b) $2.3$ kilograms