Answer:
<h2>
64 degrees</h2>
Step-by-step explanation:
Lets find the third angle of the isosceles triangle that has an measure of 29 for one of the angles
Lets use the angle sum theorem and isosceles triangle definition
180=n+29+29
180=n+58
n+58=180
n=180-58
n=122
This angle is supplementary to one of the two congruent angles of the triangle that contains angle x
180=y+122
y+122=180
y=180-122
y=58
The triangle that has angle x is isosceles, thus we can use the following equation to find x
180=58+58+x
180=116+x
116+x=180
x+116=180
x=180-116
x=64 degrees
If two functions are inverse of each other, they are basically switching the x- and y-axes.
Take for example, p(x)=2x, is a line passing through the origin with a slope of two. Its inverse, q(x)=x/2, is a line passing through the origin with a slope of 1/2, the reciprocal of 2. If you plot the two lines, you will notice that the two lines are symmetrical about y=x, or a 45 degree line from the x-axis.
This also explains y=x (which lines on the line of reflection) has its inverse also equal to y=x!
Answer:
a) The revenues in 2006 were of 2.24 billion dollars.
b) The revenues increased 138.3 million dollars in 2006.
Step-by-step explanation:
We have the following expression to model the revenues in t years after 2000.
The revenue is calculated in millions of dollars.
(a) Use this model to estimate the revenues in 2006.
2006 is 6 years after 2006.
So this is R(6)
The revenues in 2006 were 2241.54 millions of dollars, or 2.24 billion dollars.
(b) At what rate were the revenues changing in 2006?
The rate is the derivative. So this is R'(6).
The revenues increased 138.3 million dollars in 2006.
Answer:
obviously it's always gonna be hyperbola lol
Answer:
the number of tables needed is 16.5
Step-by-step explanation:
198/12=16.5