If a herbicide label indicates a mix rate of 20 gallons of product in 100 gallons of mix, how much product is needed for 25 gallons of spray?

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Multiple Choice

If a herbicide label indicates a mix rate of 20 gallons of product in 100 gallons of mix, how much product is needed for 25 gallons of spray?

Explanation:
To determine how much product is needed for 25 gallons of spray, you start with the mixing ratio given on the herbicide label: 20 gallons of product should be mixed with 100 gallons of total mixture. This means that the product constitutes 20% of the total mixture (since 20 gallons is 20% of 100 gallons). To find out how much product is required for 25 gallons of spray, you calculate 20% of 25 gallons. First, you can express the product's ratio in a formula: \[ \text{Amount of product} = \frac{\text{Product in gallons}}{\text{Total mixture in gallons}} \times \text{Desired volume of spray} \] Using the values: \[ \text{Amount of product} = \frac{20}{100} \times 25 = 5 \text{ gallons} \] Thus, for 25 gallons of spray, you need 5 gallons of the herbicide product. This clearly shows how the proportion based on the label converts into the required amount for a smaller mixture. The calculation aligns with option B as the correct quantity needed for the specified volume of the spray.

To determine how much product is needed for 25 gallons of spray, you start with the mixing ratio given on the herbicide label: 20 gallons of product should be mixed with 100 gallons of total mixture. This means that the product constitutes 20% of the total mixture (since 20 gallons is 20% of 100 gallons).

To find out how much product is required for 25 gallons of spray, you calculate 20% of 25 gallons.

First, you can express the product's ratio in a formula:

[ \text{Amount of product} = \frac{\text{Product in gallons}}{\text{Total mixture in gallons}} \times \text{Desired volume of spray} ]

Using the values:

[ \text{Amount of product} = \frac{20}{100} \times 25 = 5 \text{ gallons} ]

Thus, for 25 gallons of spray, you need 5 gallons of the herbicide product. This clearly shows how the proportion based on the label converts into the required amount for a smaller mixture. The calculation aligns with option B as the correct quantity needed for the specified volume of the spray.

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