Question

tan∠A - csc∠C = 3x

Answer 1

How do you solve this?

Answer 2

At some point I got 3x sqrt74/5= 7/sqrt 74

Answer 3

i am confused because you have 3 variables, A, C and x. what are you trying to solve?

Answer 4

I am solving for this :tan∠A - csc∠C = 3x

Answer 5

here are the variables

Answer 6

tangent A= 7/sqrt 74 and csc C= sqrt74/5

Answer 7

Hello?

Answer 8

idk what you are saying

Answer 9

Its tangent a subtracted from cosecant C and those are the values of them

Answer 10

What the bannana are you talking about?

Answer 11

haha

Answer 12

Wait, I'm confused. So you have:

\[\tan A - \csc C = 3x\]

And:

\begin{align}
\tan A &= \frac{7}{\sqrt{74}}\\
\csc C &= \frac{\sqrt{74}}{5}
\end{align}

Right?

Answer 13

jonh—please be respectful.

Answer 14

Yes that is right

Answer 15

Ok, so you really have:

\[\frac{7}{\sqrt{74}} - \frac{\sqrt{74}}{5} = 3x\]

Answer 16

Yes exactly

Answer 17

First things first, I would do the subtraction on the left. Do you know how to do that?

Answer 18

do you subtract the square?

Answer 19

So, 3x = -39/(5*SQRT(74))
=> x = -13/(5*SQRT(74))

Answer 20

did you use the values GT?

Answer 21

I am kind of shaky on how to subtract with squares shadowfield