#2**+5 **

Here is a graph of y=tan(theta)

It illustrates what Geno is telling you :)

https://www.desmos.com/calculator/jsz7qq1cam

ALSO

It is important to remember that $$tan\theta=\frac{sin\theta}{cos\theta}$$

and Cos 270 = 0 Anything divided by 0 is undefined

Melody
Aug 10, 2015

#1**+5 **

The value of tan(-270°) is undefined.

If you approach this by finding these values:

tan(-269°) = -57.2899...

tan(-269.9°) = -572.957...

tan(-269.99°) = -5729.577...

tan(-269.999°) = -57295.779...

The values have a limit of -∞.

If you approach this by finding these values:

tan(-271°) = 57.2899...

tan(-270.1°) = 572.957...

tan(-270.01°) = 5729.577...

tan(-70.001°) = 57295.779...

The values have a limit of ∞.

So, tan(-270°) doesn't equal either -∞ or ∞.

geno3141
Aug 10, 2015

#2**+5 **

Best Answer

Here is a graph of y=tan(theta)

It illustrates what Geno is telling you :)

https://www.desmos.com/calculator/jsz7qq1cam

ALSO

It is important to remember that $$tan\theta=\frac{sin\theta}{cos\theta}$$

and Cos 270 = 0 Anything divided by 0 is undefined

Melody
Aug 10, 2015