Jerry puts a different type of fertilizer on each of his two pumpkin patches.

- A pumpkin from Patch A measures 13 ounces in week 1 and grows at a rate of 3.2 ounces per week.
- A pumpkin from Patch B measures 9 ounces in week 1 and grows at a rate of 3.6 ounces per week.

Write equations for the weight of pumpkins from each patch over time.

The equations for the weight of pumpkins from each patch over time are WeightA = 13 + (3.2 * number of weeks) and WeightB = 9 + (3.6 * number of weeks).

Explanation:

To write equations for the weight of pumpkins from each patch over time, we can use the formula:

Weight = Initial weight + (rate of growth * number of weeks)

For Patch A, the initial weight is 13 ounces and the rate of growth is 3.2 ounces per week. So, the equation for the weight of pumpkins from Patch A over time is:
WeightA = 13 + (3.2 * number of weeks)

For Patch B, the initial weight is 9 ounces and the rate of growth is 3.6 ounces per week. So, the equation for the weight of pumpkins from Patch B over time is:
WeightB = 9 + (3.6 * number of weeks)

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