# How do you graph #y = -2tan(x+(pi/4))#?

##### 1 Answer

#### Answer:

graph{ -2tan(x+(pi/4)) [-10, 10, -5, 5]}

Required graph.

#### Explanation:

For the graphing questions, I always follow this way which is quite easy.

Firstly, Look at the trigonometric function which in this case is

Secondly, for the period of the function, look for the coefficient of

Thirdly, In

graph{tan(x+(pi/4)) [-8.89, 8.89, -4.444, 4.445]}

Now,

Look for the coefficient of the trigonometric function which in this case is 2. So, if

graph{2tan(x+(pi/4)) [-8.89, 8.89, -4.444, 4.445]}

Lastly, the minus sign will rotate the graph via x-axis. X-axis would act as the mirror.

graph {-2tan(x+(pi/4)) [-8.89, 8.89, -4.444, 4.445]}