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Jennifer is leasing a car from a local auto retailer. The terms of the lease include a 9℅ interest rate for 36 months with a residual value of 57℅. The MSRP for the car Jennifer is leasing is $17,500. What will Jennifer's monthly lease payment be? a. $93.84 b. $99.75 c. $209.03 d. $312.06

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Answer:

The correct answer is D. $312.06

Step-by-step explanation:

We are given that :

MSRP = $17500 , time = 36 months , interest rate = 9% , residual value = 57%

Exact residual value = 57% of 17,500 = $9975

Also, we know Money factor = rate ÷ 2400

⇒ money factor = 0.00375

Step 1 : To calculate monthly depreciation by using the formula :

[tex]Monthly\thinspace Depreciation=\frac{MSRP - Residual\thinspace Value}{No.\thinspace of\thinspace Months} \\\\Monthly\thinspace Depreciation=\frac{17500-9975}{36}\approx \$209.03[/tex]

Step 2 : To calculate monthly financial charge by using the formula :

[tex]\text{Monthly financial charge}=(MSRP+Residual\thinspace Value)\cdot money\thinspace factor\\\\\text{Monthly financial charge}=(17500+9975)\cdot0.00375\approx \$103.03125[/tex]

Step 3 : To calculate lease amount by using the formula :

[tex]\text{Lease payment}= Depreciation + Financial charge\\\\Lease\thinspace payment =209.03+103.03125 \approx \$312.06[/tex]

So, the approximate lease payment is $312.06

Answer:

d

Step-by-step explanation:

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