Question
David's salary is $29,512, and he makes 401K contributions. His company will match 100% of the
amount he saves up to 6%. How much will his company contribute if he contributes 8% of his
salary to his 401K?
(1 point)
$1,700.00
$1,770.72
$1,795.10
$1,825.75
amount he saves up to 6%. How much will his company contribute if he contributes 8% of his
salary to his 401K?
(1 point)
$1,700.00
$1,770.72
$1,795.10
$1,825.75
Answers
GPT-4o mini
To determine how much David's company will contribute to his 401K, we first need to calculate the amount he contributes based on his salary and the percentage he is saving.
1. **Calculate David's 8% contribution:**
- David's salary = $29,512
- His contribution percentage = 8%
- Amount contributed by David = 8% of $29,512
\[
\text{David's contribution} = 0.08 \times 29,512 = 2,360.96
\]
2. **Calculate the maximum matching contribution from the company:**
- The company's matching percentage is 100% of the amount David saves, but only up to 6% of his salary.
- Maximum contribution that the company will match = 6% of $29,512
\[
\text{Company's match limit} = 0.06 \times 29,512 = 1,770.72
\]
3. **Determine the company's actual contribution:**
- Since David is contributing 8%, which is more than the company's maximum matching limit of 6%, the company will only match up to the 6% limit.
- Therefore, the company will contribute $1,770.72.
So, the answer is **$1,770.72**.
1. **Calculate David's 8% contribution:**
- David's salary = $29,512
- His contribution percentage = 8%
- Amount contributed by David = 8% of $29,512
\[
\text{David's contribution} = 0.08 \times 29,512 = 2,360.96
\]
2. **Calculate the maximum matching contribution from the company:**
- The company's matching percentage is 100% of the amount David saves, but only up to 6% of his salary.
- Maximum contribution that the company will match = 6% of $29,512
\[
\text{Company's match limit} = 0.06 \times 29,512 = 1,770.72
\]
3. **Determine the company's actual contribution:**
- Since David is contributing 8%, which is more than the company's maximum matching limit of 6%, the company will only match up to the 6% limit.
- Therefore, the company will contribute $1,770.72.
So, the answer is **$1,770.72**.