Which two equations are the equations of vertical asymptotes of the function y = 5∕3 tan(3∕4x)?
2 answers:
Answer:
A
Step-by-step explanation:
Answer:
A)x=2pi/3 and x=-2pi/3
Step-by-step explanation:
The function has vertical asymptotes in the values where the tan(a) has vertical asymptotes.
we know that tan(a) has vertical asymptotes in and , if we made and solve for x, we get:
for
for
Finally, the function has vertical asymptotes in the values x=2pi/3 and x=-2pi/3
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Answer:
Y1 intercept = 2
(0,2) (3,-7)
m= (-7 - 2) / (3-0) =-9/3 = - 3
Then y = - 3x + 2
Y2 intercept = - 8
(0,-8) (3,-7)
m = (-7 - - 8) / (3-0) = 1/3
Then y= (1/3)x-8
Answer:
20
Step-by-step explanation:
You would turn this into a function f(x). So the constant rate (or slope) is 0.5, so you start off with f(x)=0.5x. But you know that it starts at 8000, which is your intercept. So your final result is F(x)= 0.5x +8000
100 75 times 1.333333333333333 equals 100