First we have to understand what the domain is. In a nutshell the domain is the set of all x values that are represented in any given graph. In this case we do not have a graph but we have the vertex. The x value is 2, therefore: x ≥ 2.
I hope this helps, Regards.
Answer:
Do you want the answer in the form of pi? Or just the decimal itself?
Step-by-step explanation:
B 248, –616, 248
C 216, –648, 1944
D –648, 1944, –5832
Answer: D –648, 1944, –5832
Step-by-step explanation:
Given sequence: –8, 24, –72, 216, . . .
Here we can see that the next term is -3 times the previous term.
Such that
therefore, the term after 216=
Then term after -648 =
Term after 1944=
Thus, D is the right answer. The next three terms of the sequence are –648, 1944, –5832
B.1680 cm2
C.800 cm2
D.3120 cm2
$550
b.
$1,080
c.
$17,310
d.
$18,411
Answer:
Total Amount ≈ $18,411.59
D.
Step-by-step explanation:
In order to determine the total amount that Ashley will possess when both investments reach maturity, one may utilize the formula for simple interest:
Simple Interest (I) = P * r * t
Where:
I = Interest earned
P = Principal amount (initial investment)
r = Annual interest rate (expressed as a decimal)
t = Time (in years)
The interest for each investment may be calculated as follows:
For the one-month money market account:
P1 = $9,720
r1 = 3.16% or 0.0316 (as a decimal)
t1 = 1/12 year (one month is 1/12 of a year)
I1 = 9,720 * 0.0316 * (1/12) = $25.63 (rounded to the nearest cent)
For the two-year CD:
P2 = $8,140
r2 = 3.23% or 0.0323 (as a decimal)
t2 = 2 years
I2 = 8,140 * 0.0323 * 2 = $524.96
The total amount that Ashley will possess when both investments reach maturity may now be calculated as follows:
Total Amount = P1 + I1 + P2 + I2
Total Amount = $9,720 + $25.63 + $8,140 + $524.96
Total Amount ≈ $18,411.59
Rounded to the nearest dollar, Ashley will possess approximately $18,412 when both investments reach maturity.