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given that 180¡ã¡ÜA¡Ü 270¡ãand tan A=3/7,
what is the exact value of cos A?
can someone please help ???i need to know how to solve it !
thanks!
3 answers
"given that 180¡ã¡ÜA¡Ü 270¡ãand tan A=3/7,
what is the exact value of cos A? "
where you saying something like
given that 180º < A < 270º and tan A=3/7,
what is the exact value of cos A?
if so, then consider a right-angled triangle with a vertical of 3 and a horizontal of 7 in the first quadrant, angle A at the origin.
then clearly tan A = 3/7
by Pythagoras the hypotenuse is √(3^2 + 7^2)
=√58
then cos A = 7/√58 if the angle is in the first quadrant
but your angle is in the third quadrant, where the cosine is negative
So the exact value of cos A = -7/√58
what is the exact value of cos A? "
where you saying something like
given that 180º < A < 270º and tan A=3/7,
what is the exact value of cos A?
if so, then consider a right-angled triangle with a vertical of 3 and a horizontal of 7 in the first quadrant, angle A at the origin.
then clearly tan A = 3/7
by Pythagoras the hypotenuse is √(3^2 + 7^2)
=√58
then cos A = 7/√58 if the angle is in the first quadrant
but your angle is in the third quadrant, where the cosine is negative
So the exact value of cos A = -7/√58
thanks!