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Sagot :
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1. Total Annual Insurance Cost:
The annual cost of health insurance for the employee is [tex]$2,470. 2. Employer's Contribution: The employer pays 80% of the total insurance cost. To find out how much this amounts to, we calculate: \[ \text{Employer's Contribution} = \frac{80}{100} \times 2470 = 0.8 \times 2470 = 1976 \] 3. Employee's Contribution: The remaining cost is paid by the employee. To find the employee's contribution, we subtract the employer's contribution from the total cost: \[ \text{Employee's Contribution} = 2470 - 1976 = 494 \] 4. Biweekly Pay Periods: There are 26 biweekly pay periods in a year (since a year typically has 52 weeks). 5. Biweekly Employee Contribution: To find out how much is taken from the employee's biweekly paycheck, we divide the employee's annual contribution by the number of biweekly pay periods: \[ \text{Biweekly Employee Contribution} = \frac{494}{26} = 19 \] Conclusion: The amount taken from the employee's biweekly paycheck for health insurance is \$[/tex]19.
1. Total Annual Insurance Cost:
The annual cost of health insurance for the employee is [tex]$2,470. 2. Employer's Contribution: The employer pays 80% of the total insurance cost. To find out how much this amounts to, we calculate: \[ \text{Employer's Contribution} = \frac{80}{100} \times 2470 = 0.8 \times 2470 = 1976 \] 3. Employee's Contribution: The remaining cost is paid by the employee. To find the employee's contribution, we subtract the employer's contribution from the total cost: \[ \text{Employee's Contribution} = 2470 - 1976 = 494 \] 4. Biweekly Pay Periods: There are 26 biweekly pay periods in a year (since a year typically has 52 weeks). 5. Biweekly Employee Contribution: To find out how much is taken from the employee's biweekly paycheck, we divide the employee's annual contribution by the number of biweekly pay periods: \[ \text{Biweekly Employee Contribution} = \frac{494}{26} = 19 \] Conclusion: The amount taken from the employee's biweekly paycheck for health insurance is \$[/tex]19.
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