You have been averaging 55 sales per day. Per our new policy, everyone needs to increase his or her sales per day by 10% in the

Answer:

Refer to the explanation provided

Detailed explanation:

Variable Name R2 value Adj R2 value

Earnings Per Share 0.086535 0.077214

Earnings Per Share,

Dividends Per Share 0.103976 0.085501

Earnings Per Share,

Dividends Per Share,

Average Yield 0.180303 0.154687

Earnings Per Share,

Dividends Per Share,

Average Yield,

Return on Equity 0.183215 0.148824

Earnings Per Share,

Dividends Per Share,

Average Yield,

Return on Equity,

Total Assets 0.184669 0.141301

Earnings Per Share,

Dividends Per Share,

Average Yield,

Return on Equity,

Total Assets,

Total Revenues 0.187297 0.134865

Reducing

9x + -31 = 43

Rearranging the components:

-31 + 9x = 43

Finding the solution

-31 + 9x = 43

Isolating the variable 'x'.

Shift all terms with x to one side,

Add '31' to both sides of the equation.

0 + 31 + 9x = 43 + 31

Summing up similar items:

-31 + 31 = 0

0 + 9x = 43 + 31

9x = 43 + 31

Summing similar items:

43 + 31 = 74

9x = 74

Split each side by '9'

x = 8.222222222

Simplifying

x = 8.222222222

According to the given ratio, the lengths of the sides are:

25x + 14x + 12x equals 170

51x equals 170

x equals 170 divided by 51

x equals 3 1/3

Thus, the lengths of the sides are: 25 times 3 1/3 equals 83 1/3 feet.

14 times 3 1/3 equals 46 2/3 feet.

12 times 3 1/3 equals 40 feet.

By employing Heron’s formula,

the semi-perimeter (S) is calculated as 170 divided by 2, yielding 85 ft.

Thus, the area of the triangle is given by SQRT(S*(S-83 1/3)*(S-46 2/3)*(S-40)).

This results in SQRT(85*(85-83 1/3)*(85-46 2/3)*(85-40)).

This simplifies to SQRT(85*1 2/3*38 1/3*45).

= SQRT(244374).

= 494.34 square feet (round as necessary).

In February, 423 daytime minutes were utilized. Let x represent the base plan charges and y denote the cost per daytime minute. In December, the equation is x + 510y = 92.25. In January, it is x + 397y = 77.56. When we eliminate eq(2) from eq(1), we find 0 + 113y = 14.69, leading to y being \frac{14.69}{113}, thus y = 0.13. Substituting (3) into (1) gives x + 510(0.13) = 92.25, further simplifying to x + 66.3 = 92.25, which results in x = 25.95. Hence, for February: base plan + (daytime minutes)(0.13) = 80.9, which simplifies to (daytime minutes)(0.13) = 54.95, yielding daytime minutes = 422.69.

(a) When rounded, 14.90 becomes 15, and 1.25 rounds to 1, so 15-1 results in $14.
(b) My estimate may be higher as I had to round the larger number up while the smaller number was rounded down, creating a greater difference between the estimate and the actual amount.
(c) The computation yields 14.90-1.25=13.65, thus Pedro has $13.65 remaining in his wallet. The difference between the estimate and the actual figure is 14-13.65=0.35, indicating a $0.35 discrepancy between the estimate and the actual remaining amount in Pedro's wallet.