Advertisements
Advertisements
प्रश्न
Express each of the following in terms of trigonometric ratios of angles lying between 0° and 45°.
sin67° + cos75°
उत्तर
\[\sin67^\circ + \cos75c\]
\[ = \cos\left( 90^\circ - 67^\circ \right) + \sin\left( 90^\circ - 75^\circ \right)\]
\[ = \cos23^\circ + \sin15^\circ\]
APPEARS IN
संबंधित प्रश्न
Using the formula, sin(A – B) = sinA cosB – cosA sinB, find the value of sin 15º
State whether the following are true or false. Justify your answer.
cot A is not defined for A = 0°.
Evaluate cos 48° − sin 42°
Evaluate the following :
`(sin 21^@)/(cos 69^@)`
Evaluate: `sin 18^@/cos 72^@ + sqrt3 [tan 10° tan 30° tan 40° tan 50° tan 80°]`
If A =30o, then prove that :
sin 2A = 2sin A cos A = `(2 tan"A")/(1 + tan^2"A")`
Without using tables, evaluate the following: sin60° sin30°+ cos30° cos60°
Without using table, find the value of the following:
`(sin30° - sin90° + 2cos0°)/(tan30° tan60°)`
Find the value of x in the following: `2sin x/(2)` = 1
Find the value of the following:
`(tan45^circ)/("cosec"30^circ) + (sec60^circ)/(cot45^circ) - (5sin90^circ)/(2cos0^circ)`