tan x cot x 45. = 1+s cot x tan x

Q: (€) + cos x tan = sin x tan 1- tan? x cot 2x = 2 tan x

A:

Q: sin'x+ tan?x + cos x = seck Gase seck (Sinx) (tanx t cotx)= secx

A:

Q: Verify the identity. cot x - csc x 1- sec x = cot x

A:

Q: sin x COS cosx tan x cot x sin X COS X %3D

A: To verify the identity:-

Q: 1 tan x+ cot x 1 = 4 8. cot x+ tan x

A: We can verify the identity as below.

Q: sin x COS X 2. tan x %3D cot x = sin x + cos x

A: Given  The identity is sin xtan x+cos xcot x=sin x +cos x .

Q: 8. and tan 0 < 0 17 8. sin 0 csc e = cot 0 =

A: We are authorized to answer one question at time since you have not mentioned which question you are…

Q: tan x+ cot x) dx

A: Recall trigonometric identities, Substituting the values in above equation, we get

Q: COS X 3) sec x + tan x = 1 - sin x

A:

Q: 2. cot 0= sin 0 = cos 0 = tan 8 = csc = sec 0 = 2

A:

Q: 2. tan x csc x + cot x sin x = sec x + cos x

A: As you mentioned question no 2 solved

Q: tan x - cot x Cos 2x Cot X t tanX

A: Given: tanx-cotxcotx+tanx=-cos2x

Q: 3. Verify: sec?x cot x – cot x = tan x 1 4. Verify: = cot x tan x cscx sin x

A: TO VERIFY THE FOLLOWING EXPRESSIONS TO PROOF 3. sec2x cotx - cotx = tanx4. 1tanxcscxsinx = cotx…

Q: cos x tan x 1+ cot x

A:

Q: Verify the identity:

A: Verify the identity:        secxcotx+tanx=sinx

Q: tan x+tan y 1. Simplify: cotx+coty

A:

Q: (cos(x)cot(x)/1-sin(x))-1=csc(x)

A: We have given (cos(x)cot(x)/1-sin(x))-1=csc(x)

Q: sin x tan : :: cot : Cos x

A:

Q: 16. cos(x)sec(-x) 17. sin(x)csc(-x) 18. tan(-x)cot(-x) 19. cot(x)cot(x)

A:

Q: tan : sin z :: cot : cos r cos/ sin O 1/tan O cos csc csc / sec

A:

Q: Verify the identity.   1 + sin x 1 − sin x  −  1 − sin x 1 + sin x  = 4 sec x tan x

A: The given identity is,

Q: المقدار التالي في ابسط صورة (sin x + cos x) (tan x + cot x)

A: Topic:- trigonometry

Q: Verify the identity:

A: Given : 1sinxcosx - cosxsinx = tanx

Q: HW/Prove that: . (1) tanx=cot! tan"x= cot-1 (2) sin x = csc -11. (3) sin (sin x) = x

A: We have to prove the identities 1. tan-1x=cot-11x2. sin-1x=csc-11x3. sin-1sinx=x

Q: cot x dx In (sin x)

A:

Q: cot x sec x sin x = 1

A:

Q: 2 sec² x – 2 tan² x = sin 2x sec x b) sin (- x) cot ( + x) = – sin x a) CSC X

A: We will use  secx=1cosx,tanx=sinxcosx and  sin(π2-x)=cosx,cot(π2+x)=-tanx

Q: Prove that (csc(x)) = -csc(x) cot(x). dx 1 d -(csc(x)) d dx )(0) – - 1 sin2(x) sin?(x) 1 sin(x)…

A:

Q: cot(sec(x) -1 cot\sec

A: on  simplifying we get

Q: 2. Verify: sin x+tan x %3D sin?x sec x cSc x+cotx

A:

Q: 2sin x -cot x -csc x=0 If x is 0

A:

Q: cot(sec¬1(x))

A:

Q: sin x Verify: cot x + = csc x 1+cos x

A:

Q: 5 sec(x) − 5 cos(x) = 5 sin(x) tan(x)

A:

Q: Find sec(x) ans sin(x) given cot(x)=4 and sin(x) >0

A: Given that cot(x)=4 and sin(x)&gt;0 We have to find sec(x) and sin (x)

Q: Prove tan x + cos x = sin x (sec x + cot x).

A: We have to prove the identity: tan x+cos x=sin x sec x+cot x We know the relation between…

Q: Verify the identity. cot x - csc X 1- sec x cot x

A: Given:cotx-cscxx-secx=cotx

Q: Verify the following identity:

A: To verify the identity : tan x1 - cot x + cot x1 - tan x = 1 + sec x csc x

Q: sin . sin . cos x d. cosz tan E tanz 214 14

A: Given that,

Q: 3 tan x cos x cot x = _______

A:

Q: cot x sec x sin x = 1

A: We use Trigonometry identities

Q: cos(x) 3) 1-sin(x) sec(x) + tan(x)

A:

Q: 4. (tanx)(1 - cot x) = tan x - 1

A: Given  (tanx)(1-cotx)=tanx-1 Let's verify the identity as shown below

Q: 2. Verify: sin x+tan x %3D sin?x sec x csc x+cotx Sink+tanx

A: We have to prove the identity

Q: sin x 3. cot x + = CSC X 1+ cos x

A: Cot x = cosx/sinx

Q: −tan(−x) cot(−x)

A: The given expression is

Q: CSC X cot x -1 Prove sin x tan x

A: