Wyatt earns [tex]$65,000 per year, receives 15 days of PTO, 6% retirement matching, and 60% employer-subsidized health insurance totaling $[/tex]10,000.

Calculate the benefit rate.

| Employee Benefits | Percentage |
|-----------------------|-------------|
| Health Insurance | 60% |
| FICA | 7.65% |
| Paid Vacation (PTO) | 15 days |
| Retirement Matching | 6% |

[tex]\[ ?\% \][/tex]

Round to the nearest percentage point.



Answer :

Let's break down each component of Wyatt's employee benefits and calculate their values step by step. Finally, we will sum them up to find the total benefit rate as a percentage of Wyatt's salary.

### 1. Retirement Matching Benefit
Wyatt's employer matches 6% of his [tex]$65,000 salary for retirement. \[ \text{Retirement Matching Benefit} = 0.06 \times 65,000 = 3,900 \] ### 2. Health Insurance Benefit Wyatt's employer subsidizes 60% of his health insurance costing $[/tex]10,000 in total.
[tex]\[ \text{Health Insurance Benefit} = 0.60 \times 10,000 = 6,000 \][/tex]

### 3. Paid Time Off (PTO) Benefit
Wyatt receives 15 days of Paid Time Off (PTO) in a year. There are approximately 260 work days in a year. We first find the value of each PTO day and then the total value of 15 PTO days.
[tex]\[ \text{PTO Value per Day} = \frac{65,000}{260} \approx 250 \][/tex]
[tex]\[ \text{PTO Benefit} = 250 \times 15 = 3,750 \][/tex]

### 4. FICA Benefit
Wyatt's employer contributes 7.65% of his salary to FICA.
[tex]\[ \text{FICA Benefit} = 0.0765 \times 65,000 = 4,972.50 \][/tex]

### 5. Total Benefits
Sum up all the individual benefits to get the total benefits value.
[tex]\[ \text{Total Benefits} = 3,900 + 6,000 + 3,750 + 4,972.50 = 18,622.50 \][/tex]

### 6. Benefit Rate
Now, calculate the benefit rate as a percentage of Wyatt's salary.
[tex]\[ \text{Benefit Rate} = \frac{18,622.50}{65,000} \times 100 \approx 28.65\% \][/tex]

### 7. Rounded Benefit Rate
Rounding the benefit rate to the nearest percentage point:
[tex]\[ \text{Rounded Benefit Rate} = 29\% \][/tex]

So, Wyatt's benefit rate is [tex]\(\boxed{29\%}\)[/tex].