Suppose that the number of drivers who travel between a particular origin and destination during a designated time period has a

Answer:

The blimp's altitude is 1635.363039 feet above the ground.

Step-by-step explanation:

Archie and Veronica stand one mile (5280 ft) apart on the ground, leading to AV = 5280 feet.

Let's denote the blimp's height above ground as XB = h feet.

Archie records the angle of elevation from the ground to the blimp as 53 degrees, signifying angle ∠BAX = 53°.

Veronica, meanwhile, measures the angle of elevation to the blimp at 22 degrees, indicating angle ∠BVX = 22°.

In Right triangle ΔAXB, we utilize cot(A) = AX / XB.

Thus, AX can be expressed as AX = XB*cot(A) = h*cot(53°) = 0.75355405*h.

In Right triangle ΔVXB, cot(B) is similar: cot(B) = VX / XB.

Consequently, VX is VX = XB*cot(B) = h*cot(22°) = 2.475086853*h.

We know AV = 5280, meaning AX + VX = AV.

Therefore, AX + VX equals 5280.

From here, we can write: 0.75355405*h + 2.475086853*h = 5280.

This simplifies to: 3.228640904*h = 5280.

Thus, h is calculated as 5280 / 3.228640904 = 1635.363039 feet.

Thus, the blimp's height from the ground is 1635.363039 feet.

Answer:

The scenario is more accurately represented by the exponential model since the linear model suggests that the repayment amount could turn negative.

Step-by-step explanation:

There is a table with two columns and five rows. The first column is labeled months, with entries 6, 12, 18, 24, 30. The second column, which denotes the repayment amount (in dollars), contains the entries 2,700; 2,110; 1,110; 870; 220.

The remaining balance owed changes inconsistently after every six months.

This indicates that the regression cannot be linear, but is instead modeled by an exponential curve.

Consequently, the exponential model better represents the situation because the linear model indicates that the repayment amount will eventually be negative. (Answer)