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How do you find an angle on a right angle triangle using tan?

 

The o is 4

and a is 13

 Jun 2, 2014

Best Answer 

 #9
avatar
+8

According to the law of the Medes and Persians, offences against Royalty are not pardonable. Neither can the law be changed.

The law requireth a unicorn be painted upon the nail of each finger which committed the offence.

When by order of nobility and request of commoner, the unicorns must dance until the moon returneth to its present phase.

So it is written. So shall it be done.

 Jun 5, 2014
 #1
avatar+4151 
0

if theres is no given third side you have to do pythgorem theorem like so 4 squared 2   times  13 squared 2

 Jun 2, 2014
 #2
avatar+96302 
+5

The tangent is given by the ratio..... (opposite / adjacent)

So we have 

tangent(θ) = 4/13    where θ is the angle we're looking for

To find this, use the tangent inverse denoted by atan (or tan-1)

atan (4/13) = θ

atan(4/13) = about 17.1°

 Jun 2, 2014
 #3
avatar+4151 
0

oh sorry my school must teach it diffrently????

 Jun 2, 2014
 #4
avatar+97586 
+5

Pythagorus' Theorem will NEVER give you an angle Zegroes!  Your school does NOT teach it differently!

 Jun 3, 2014
 #5
avatar+4151 
+3

i go to school in america melody what do you know......???

 Jun 3, 2014
 #6
avatar+97586 
+3

If you be rude to me Zegroes it might be like having a unicorn for an Avitar.

 

THAT'S WHAT I KNOW!

 Jun 4, 2014
 #7
avatar+4151 
+3

heh heh you know i love you melody were buddies i was just playin......

 Jun 4, 2014
 #8
avatar+97586 
+3

Yes no worries Zegroes.  Sucking up goes a long way with me.

 Jun 4, 2014
 #9
avatar
+8
Best Answer

According to the law of the Medes and Persians, offences against Royalty are not pardonable. Neither can the law be changed.

The law requireth a unicorn be painted upon the nail of each finger which committed the offence.

When by order of nobility and request of commoner, the unicorns must dance until the moon returneth to its present phase.

So it is written. So shall it be done.

Guest Jun 5, 2014
 #10
avatar+97586 
+5

Are you still dancing Zegroes - the moon has not entered its new phase yet!

 Jun 15, 2014

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