Mandy is an extrovert who wants to be more engaged with his community which activity would appeal to Monte s personality strength
Organize a group tree planting day for a local park would appeal to Manti's personality strength of extroversion.
Question
Asked 33 days ago|4/24/2024 11:27:27 PM
Updated 33 days ago|4/24/2024 11:47:06 PM
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Organize a group tree planting day for a local park would appeal to Manti's personality strength of extroversion.
Added 33 days ago|4/24/2024 11:46:41 PM
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Organize a group tree planting day for a local park would appeal to Manti's personality strength of extroversion.
Added 33 days ago|4/24/2024 11:46:56 PM
3
Manti is an extrovert who wants to be more engaged with his community. The activity that would appeal to manti's personality strength is: Organize a group tree planting day for a local park.
Added 33 days ago|4/24/2024 11:47:06 PM

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Stacy Smith has a $50,000 loan. She paid$250 for a credit report, $300 for attorneys,$250 for appraisal fees, and $5,268 in total interest for the first year. If the APR is the finance charge (interest plus fees) for one year amount financed, what was the APR for that year? % Weegy: Response stopped Tacy Smith’s loan details are as follows: Loan principal:$50,000 Credit report fee: $250 Attorneys’ fee:$300 Appraisal fee: $250 Total interest paid for the first year:$5,268 To calculate the Annual Percentage Rate (APR), [ we use the following formula: [ \text{APR} = \left( \frac{{\text{Periodic Interest Rate} \times 365 \text{ days}}}{{\text{Loan Principal}}} \right) \times 100 ] First, let’s find the periodic interest rate: [ \text{Periodic Interest Rate} = \frac{{\text{Interest Expense} + \text{Total Fees}}}{{\text{Loan Principal}}} ] Calculate the total fees: [ \text{Total Fees} = \text{Credit Report Fee} + \text{Attorneys’ Fee} + \text{Appraisal Fee} = 250 + 300 + 250 = 800 ] Calculate the periodic interest rate: [ \text{Periodic Interest Rate} = \frac{{\text{Total Interest} + \text{Total Fees}}}{{\text{Loan Principal}}} = \frac{{5268 + 800}}{{50000}} = 0.10536 ] Now, compute the APR: [ \text{APR} = (0.10536 \times 365) \times 100 = 4429.64% ] Therefore, the Annual Percentage Rate (APR) for Tacy Smith’s loan in the first year was approximately 4429.64%1. If you have any more questions or need further assistance, feel free to ask! ] (More)
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Updated 34 days ago|4/24/2024 4:23:52 AM
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