Detailed explanation:
Information provided:
Tran possesses a credit card that allows up to $2000 in spending with an APR of 12%.
In the initial month, Tran incurred charges of $450 and settled $150 within that billing period.
The formula to determine the interest that will accrue for Tran in the first month is (0.012)(300)
Here, 0.01 signifies the monthly interest rate.
The 300 reflects the outstanding balance, as Tran charged $450 but only paid back $150.
Answer:
60
Step-by-step explanation:
The function provided is:

The average rate of change of h(t) as time goes from t=a to t=b is expressed as:

This function can be reformulated as: 
The rocket's peak height is 231, which occurs at t=3.75 seconds.

The initial launch happens at: t=0
and 
The average rate of change from launch to max height is

Answer:

Step-by-step explanation:
Here are the details provided:
- The handicapped space measures
feet next to the curb. - The other three spaces each are
feet wide. - There are four lines separating the spaces, each line being
foot long.
The Median D will be calculated as follows:
- Width of the handicapped spot
- 3 times the width of the other spaces
- 4 times the width of the lines

Answer:

Step-by-step explanation:
First, we determine v and a as:


Subsequently, we compute the cross product and substitute it into the formula for k
a(t) X v(t) = (0,0,2)
| a(t) X v(t) | = 2

Thus, we conclude

I trust this is of assistance to you
best regards
Response:
0.14 s
Detailed breakdown:
s = -2.7 t² + 40t + 6.5
Set s = 12
12 = -2.7t² + 40t + 6.5 Rearranging yields
-2.7t² + 40t + 6.5 - 12 = 0
-2.7t² + 40t - 5.5 = 0
Utilize the quadratic formula

a = -2.7; b = 40; c = -5.5




x = 7.41 ± 7.27
x₁ = 0.14; x₂ = 14.68
The graph indicates roots at x₁ = 0.134 and x₂ = 14.68.
The surface of the Moon stands at -12 ft. Thus, the ball will reach a height of 12 ft above the Moon’s surface (crossing the x-axis) at 0.14 s.
The second root indicates when the ball is again 12 ft above the lunar surface as it descends.