Question

three fish weigh 2.35 pounds, 3.06 pounds, and 2.4 pounds.
complete the equation that can be used to find f, the difference between the weights of the heaviest fish and the lightest fish. then use the equation to solve for f
use the number pad to enter your answers in the boxes.
( square = square + f )
( f = square )
the difference between the heaviest fish and the lightest fish is (square) pound(s)

Explanation:

Step1: Identify heaviest and lightest

Heaviest fish: 3.06 lbs, Lightest: 2.35 lbs.

Step2: Set up equation for difference

Let \( f \) be the difference. Equation: \( f = 3.06 - 2.35 \)

Step3: Calculate the difference

\( 3.06 - 2.35 = 0.71 \)

Answer:

For the equation: \( \boxed{2.35} + f = \boxed{3.06} \), then \( f = \boxed{0.71} \)
The difference between the heaviest and the lightest fish is \(\boxed{0.71}\) pounds.