Shea Woodchuck is a better chucker of wood; they can chuck more per minute. Their wood-chucking function is given by $ P(m) = 22m + 3 $.

How long will it be until Shea has chucked 80 pieces of wood?

To find out how long it will be until Shea has chucked 80 pieces of wood, we need to solve the equation P(m) = 80, where P(m) represents the number of pieces of wood Shea has chucked in m minutes.

Given that Shea's wood-chucking function is P(m) = 22m + 3, we can substitute P(m) with 80 and solve for m:

80 = 22m + 3

First, let's subtract 3 from both sides to isolate the term with m:

80 - 3 = 22m

Simplifying, we have:

77 = 22m

Next, we divide both sides by 22 to solve for m:

77 ÷ 22 = m

The result is approximately 3.5. Therefore, it will take Shea approximately 3.5 minutes to chuck 80 pieces of wood.

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Shea Woodchuck is a better chucker of wood; they can chuck more per minute. Their wood-chucking function is given by \( P(m) = 22m + 3 \).How long will it be until Shea has chucked 80 pieces of wood?

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Shea Woodchuck is a better chucker of wood; they can chuck more per minute. Their wood-chucking function is given by \( P(m) = 22m + 3 \).

How long will it be until Shea has chucked 80 pieces of wood?