Give the value of each trigonometric ratio cos M = cos N = sin M = sin N = tan M = tan N =

Question

asked Apr 13, 2023 122k views

1 Answer

Onlynone · Answer 1 · 2023-04-19T19:43:48+0000

Solve for the cosine of angle M as,

$\cos M=(MP)/(MN)=(60)/(68)=(15)/(17)$

Solve for the cosine of angle N as,

$\cos N=(NP)/(MN)=(32)/(68)=(8)/(17)$

Solve for the sine of angle M as,

$\sin M=(NP)/(MN)=(32)/(68)=(8)/(17)$

Solve for the sine of angle N as,

$\sin N=(MP)/(MN)=(60)/(68)=(15)/(17)$

Solve for the tangent of angle M as,

$\tan M=(NP)/(MP)=(32)/(60)=(8)/(15)$

Solve for the cosine of angle M as,

$\cos M=(NP)/(MN)=(32)/(68)=(8)/(17)$