Your friend asks you to help cut grass this summer and will pay you 2 pennies for the first job. You agree to help if he doubles your payment for each job completed. After 2 lawns, you will receive 4 pennies, and after 3 lawns, you will receive 8 pennies.

Your friend asks you to help cut grass this summer and will pay you 2 pennies for the first job. You agree to help if he doubles your payment for each job completed. After 2 lawns, you will receive 4 pennies, and after 3 lawns, you will receive 8 pennies.

Complete and solve the equation that finds the number of pennies he will pay you after cutting the 15th lawn.

2-15
32768

yuhh is 100% correct

Your friend asks you to help cut grass this summer and will pay you 2 pennies for the first job. You agree to help if he doubles your payment for each job completed. After 2 lawns, you will receive 4 pennies, and after 3 lawns, you will receive 8 pennies.

Complete and solve the equation that finds the number of pennies he will pay you after cutting the 15th lawn.

Yuhh is correct I got 100%

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giuyngu

I have this question you help me.

2, 15

32768

To determine how much money you will receive after completing a certain number of lawns, we can use an exponential formula. In this case, the payment doubles for each job completed.

Let's break down the calculation step by step:

1. Start with the given payment for the first job, which is 2 pennies.
2. Determine the number of lawns completed. Let's call this variable "n".
3. Use the formula for exponential growth: payment = initial payment * (2 ^ n), where "^" denotes exponentiation.
In this formula, "initial payment" refers to the payment for the first job (2 pennies).

Now, let's calculate the payment for different scenarios:

- For 2 lawns:
- n = 2 (since you completed 2 lawns)
- payment = 2 * (2 ^ 2) = 2 * 4 = 8 pennies

- For 3 lawns:
- n = 3 (since you completed 3 lawns)
- payment = 2 * (2 ^ 3) = 2 * 8 = 16 pennies

So, after completing 2 lawns, you will receive a total of 8 pennies, and after completing 3 lawns, you will receive 16 pennies.