Trigonometric Values
Reciprocal and Quotient Identities
Pythagorean Identities
Solve trigonometric problems
Simplify Trigonometric Identities
100

sin90

 1

100

sinx

 1/csc x

100

sin2x + cos2x

 1

100

if sinx = 3\5, then find cscx ?

csc x= 5\3

100

sin x / csc x

sin2 x

200

tan180

 0

200

secx

 1/cos x

200

what is 1 - sin2u

cos2u

200

if cosx = -4\5, then find sec x ?

sec x= -5\4

200

csc x / cot x

sec x

300

csc30

 2

300

cotx

1/tan x

300

what is 1 + tan2u?

 sec2u

300

if sinx = 3\5 and cos x = 4/5, then find tan x and cot x?

tan x= 3\4, cot x= 4\3

300

tanx cscx cosx?

1

400

cos1140

1/2

400

tanx(Quotient form)

 sin x/cos x

400

find tan2x?

 sec2x - 1

400

Multiply (siny +2)(siny -5)?

sin2y -3siny -10

400

cos2x / (1-sin x)?

1+sin x

500

sin(-570)

 1/2

500

cot x (In terms of secants)

csc x/sec x

500

what is csc2u?

 1 + cot2u

500

Add 1/ sin2y + 1/cos2y?

1/sin2y cos2y

500

(sec2x -1) / sec2x?

sin2x

M
e
n
u