Question

Where are the asymptotes of f(x) = tan(4x − π) from x = 0 to x = pi over 2?

Answer 1

@TheSmartOne

Answer 2

@Abhisar

Answer 3

tan(4x - pi) is the same thing as tan(4x)

Answer 4

okay

Answer 5

i have it graphed i just don't know how to find asymptotes

Answer 6

tan(x) has asymptotes as x = pi/2 every pi/2

tan(\(\omega\)x) has asymptotes at x = pi/(2*\(\omega\))

the period, (which is not needed for this question but helpful to know), would be \(\large\frac{\pi}{|\omega |}\)

Answer 7

whats w

Answer 8

would it be a?

Answer 9

w is just like a variable, it's the greek letter omega

Answer 10

it's \(\omega\) not w xD

Answer 11

https://www.desmos.com/calculator/0vlxsqnuei

we're looking for asymptotes in between x = 0 and x = pi/2

can you find it? :)

Answer 12

haha i just didn't know how to type it but would this answer be a?

Answer 13

There are no correct answer choices that fall within the range of x = 0 and x = pi/2

Answer 14

so none of them are right? lol

Answer 15

yeah o.O

and A isn't close to being correct xD

tan(\(\omega\)x) has asymptotes at x = pi/(2*\(\omega\))

tan(4x) has asymptotes at x = pi/(2 * 4) = pi/8

it has asymptotes every pi/4 start at pi/8

Answer 16

are you too tired to help with 2 more its al i have left

Answer 17

the closest answer choice for this one is D

but 5pi/8 falls outside of the range but it's the closest we got xD

Answer 18

ok thanks

Answer 19

The tip of a 12-inch wiper blade wipes a path that is 30 inches long. What is the angle of rotation of the blade in radians to the nearest tenth?

Answer 20

I can try. Make a new post in case I don't know how so that way someone else might be able to assist :)