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iris
2 months ago
14

What is the monthly finance charge if the average daily balance is $15, the daily periodic rate is 0.06%, and the number of days

in the cycle is 30?
Mathematics
1 answer:
Leona [12.6K]2 months ago
4 0

Given

The daily average balance is $15.

The daily periodic interest rate = 0.06%.

The cycle consists of 30 days.

Calculate the monthly finance charge.

To justify:

Let’s denote the monthly finance fee as x.

According to the details provided:

The average daily balance = $15.

The daily periodic rate = 0.06%,

First, we convert 0.06% to decimal:

=\frac{0.06}{100}

= 0.0006.

Daily finance charge =  0.0006 multiplied by 15.

                                   =  0.009.

The number of days in the cycle totals 30.

Now, calculating the monthly finance charge:

The equation becomes:

x = 15 × 0.0006 × 30.

x = 0.009× 30.

x  = $0.27.

Thus, the monthly finance charge amounts to $0.27.

Thus proved.









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tester [12383]

Response:

Total individuals Favorable = 5850

Detailed explanation:

Total Individuals = 8000

Company Anticipates those who will respond Favorably = 6000

Percentage Error = \frac{2.5}{100} * 6000 = 150

Total individuals Favorable = Company Anticipates those who will respond Favorably minus Percent Error

Total individuals Favorable = 6000-150

Total individuals Favorable = 5850.

7 0
2 months ago
Megan's room was remodeled. The new area of the room is 175% of the previous area. Only the length of the room changed. part a)
Zina [12379]

Response: a) \frac{175}{100}xy\\\\=1.75xy\\\\

b)  The area has grown by 0.75 square meters.

Detailed breakdown:

Let the room's length be l

Let the room's breadth be 'b'

The area of a rectangle is calculated using the formula:

Area=Length\times breadth\\\\Area=l\times b

Per the problem, the room's new area equals 175% of its old area.

Thus, a) The new area of the room is determined as

\frac{175}{100}xy\\\\=1.75xy\\\\

This indicates a 175% increase in the room's length, resulting in a 175% increase in area.

b) The increase in square meters for Megan's room area is

1.75xy-1xy=0.75\\\\\text{So, by 0.75 square meters the new area is increased.}


7 0
1 month ago
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