Answer:
w = 5
Step-by-step explanation:
-4(w + 1) = -24
(w + 1) = -24/-4
(w + 1) = 6
w = 6 - 1
w = 5
*negative ÷ negative = positive*
B. x-3y=-3
C. 3x+y=-6
D. 6x+2y=2 Two lines are parallel. The equation for the first line is y=-3x+5. Which of the following can't be the equation of the second line?
A. y=-3x+2
B. x-3y=-3
C. 3x+y=-6
D. 6x+2y=2 @Mathematics
a. 80.15
b. 27.33
c. 27.33
d. 80.15
y = h(x)
y = g(x)
y = k(x)
On a coordinate plane, 4 functions are on the graph. Y = f (x) and y = g (x) represent exponential decay, and y = h (X) and y = k (x) represent exponential growth.
Among all the given options, the functions y = h(x) and y = k(x) depict exponential growth.
Exponential Growth and Decay:
Exponential growth and decay are suitable for rapidly changing quantities. Exponential growth and decay are derived from the concept of geometric progression. A quantity that does not change at a constant rate but changes exponentially can be called exponential growth or exponential decay.
Exponential growth is used in the study of bacterial growth, population growth, and monetary growth patterns. Exponential decay refers to a rapid decrease in number over a period of time. Exponential decay can be used to find food spoilage, half-life, radioactive decay.
According to the Question:
The standard form of an exponential equation is y = a(b)ˣ
where, a is the initial value
b is the rate
Exponential decay occurs when the final value (y) is less than the initial value (a) An example is the reduction of bacteria in the human body
Exponential growth means that the final value (y) is greater than the initial value (a). An example is spreading rumours.
A graph that is initially flat and grows instantaneously over a period of time in the vertical direction
So y = h(x) and y = k(x) are functions representing exponential growth
Learn more about function::
#SPJ1
b. 5.0467
c. 5,647,000
d. 0.5467
Answer:
five and four hundred sixty-seven ten thousandths
b. 5.0467
0.
0 tenths
0 hundreds
0 thousands
0 ten thousands
~batmans wife dun dun dun....
~batmans wife dun dun dun....