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Chuck works at a local nursery and needs to fertilize 135 shrubs in the greenhouse. Each shrub requires \(\frac{1}{2}\) pound of fertilizer. If the fertilizer comes in 10-pound bags, how many bags of fertilizer does Chuck need?

Answer :

Approx 7 bags

Step-by-step explanation:

1 shrub requires 1/2 pound of fertilizer.

135 shrubs require 1/2×135=67.5 pounds of fertilizer.

If 1 bag contains 10 pounds then,

no. of bags containing 67.5 pounds=67.5/10=6.75 i.e. approx 7 bags.

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Rewritten by : Barada

Final answer:

Chuck needs to fertilize 135 shrubs with each requiring 1/2 pound of fertilizer. Calculating the total, he needs 67.5 pounds of fertilizer, which means he will need 7 bags of 10-pound fertilizer to cover all the shrubs.

Explanation:

Chuck needs to fertilize 135 shrubs in the greenhouse, and each shrub requires 1/2 pound of fertilizer. If fertilizer is sold in 10-pound bags, we need to calculate the total amount of fertilizer Chuck will use and then determine how many bags he needs to purchase. First, we calculate the total amount of fertilizer:

  • 135 shrubs × 1/2 pound per shrub = 67.5 pounds of fertilizer needed in total

Now we'll determine how many 10-pound bags are required:

  • 67.5 pounds ÷ 10 pounds per bag = 6.75 bags

Since Chuck cannot purchase a fraction of a bag, he will need to round up to the nearest whole number. Therefore, he needs 7 bags of fertilizer to have enough to fertilize all 135 shrubs.