Sin, Cos, Tan

alyssahjaaay

New member
Joined
Jun 14, 2013
Messages
2
The point P(12, -5) is a point on the terminal side of
2c2c8f6418116bdc1c1488884bfecb71.png
in standard position. Fill in the blanks with the information with respect to
2c2c8f6418116bdc1c1488884bfecb71.png
.

This point is in Quadrant 4.
The opposite side is .
The adjacent side is .
The hypotenuse side is .
sin
2c2c8f6418116bdc1c1488884bfecb71.png
=

cos
2c2c8f6418116bdc1c1488884bfecb71.png
=

tan
2c2c8f6418116bdc1c1488884bfecb71.png
=

csc
2c2c8f6418116bdc1c1488884bfecb71.png
=

sec
2c2c8f6418116bdc1c1488884bfecb71.png
=

cot
2c2c8f6418116bdc1c1488884bfecb71.png
=
 
The point P(12, -5) is a point on the terminal side of
2c2c8f6418116bdc1c1488884bfecb71.png
in standard position. Fill in the blanks with the information with respect to
2c2c8f6418116bdc1c1488884bfecb71.png
.

This point is in Quadrant 4.
The opposite side is .
The adjacent side is .
The hypotenuse side is .
sin
2c2c8f6418116bdc1c1488884bfecb71.png
=

cos
2c2c8f6418116bdc1c1488884bfecb71.png
=

tan
2c2c8f6418116bdc1c1488884bfecb71.png
=

csc
2c2c8f6418116bdc1c1488884bfecb71.png
=

sec
2c2c8f6418116bdc1c1488884bfecb71.png
=

cot
2c2c8f6418116bdc1c1488884bfecb71.png
=

First sketch Θ from given information - using the definition of "terminal side of an angle". Then draw the triangle and calculate the length of the hypotenuse - using Pythagorian theorem. Tell us what did you find .......

Please share your work with us.

You need to read the rules of this forum. Please read the post titled "Read before Posting" at the following URL:

http://www.freemathhelp.com/forum/th...217#post322217

We can help - we only help after you have shown your work - or ask a specific question (e.g. "are these correct?")
 
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