Can you prove?

Question

Prove
tanx/n = very high

^_^

Answer 1

Yeah sure.


tan x / n = ta x

ha... ha... ha...

Try harder next time.

Answer 2

The closer the tangent function is to 90 or 270, the higher it will be. At those two points, it is so high that's it's undefined. As soon as you pass them, though, the value shoots down to negative infinity, and on the way back up, it passes the value of zero. What I'm saying is, without the values of x and n, there's no telling how high or low the tangent will be.

Answer 3

Your question is ambiguous. Define x and n first.

If x is the angle and n is just a number, then:

You are false.

0 <= tan (x) < [infinity] on the domain 0 <= x <= 2 pi.

Even if n = infinity, 'very high' is false because tan(Pi/2) = infinity and dividing that by n = infinity :

tan (pi/2) / infinity = 1

so the function f(x) = tan(x) / n ranges from 0 <= f(x) <= 1


Bam!

Answer 4

n = 1/ very

tanx = high

so, tanx/n = very high

Hence proved

Answer 5

lim(n->0) tan/n = infinity

Answer 6

sry, donno