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Syllabus

What is componendo and dividendo method? Plz explain.

cos20.cos40.cos80=1/8

Prove that.....Tan 70 = tan 20 + 2 tan 50...

?

Solve Sinx + Sin3x + Sin5x = 0.

Provecos 32 + sin 20 + sin 68 cos 56 + cos 144 cos 2 = 0sin 20 sin 40 sin 60 sin 80=3/16

draw the graph of sin x , 0 less than or equal to x less than or equal to 2 pi

solution of ml agarwal for isc 11std

Can u pls provide me all formulas in trigonometric functions pls. I have even seen revision notes .

The chapter trigonometry in RS Aggarwal book (of class 11th) is divided into 6 sub-chapters. But its chapter 5 ( Solution of triangles ) and 6 ( Graphs of trigonometric functions ) are not the topics of NCERT Book.

Now my question is:

Should I study these two chapters (5 &6 of RS Aggarwal) as these are not in NCERT Book?prove the following :

root 3 cosec 20 - sec 20 = 4

prove that tan20 .tan40.tan80=tan60.

Prove that sin(a) + sin(a+h) + sin(a+2h) +.........+ sin(a+(n-1)h) =

(sin(nh/2) sin(a+(n-1)h/2)/sin(h/2)sin

^{4}x+cos^{4}x=1-2sin^{2}xcos^{2}xcos

^{2}x + cos^{2}(x + pi/3) + cos^{2}(x - pi/3) = 3/2. provecotx cot2x - cot2x cot3x-cot3x cotx=1

prove that..

cos4A=1-8cos

^{2}a+8cos^{4}asinA . sin(60-A) . sin(60+A) = 1/4 sin3A

if sin alpha + sin beta= a and cos alpha + cos beta= b, show that

1. Sin(alpha+beta)= 2ab/a sq.+b sq.

2. Cos(alpha+beta)= b sq.-a sq./b sq.+a sq.

^{2}+b^{2}=c^{2}+d^{2}prove that cos20 cos 40 cos 60 cos 80=1/16.

a) Choose the possible values of cosec x from the bracket. {-3/5 ,3/5 ,5/3, -5/3 }

b)Evaluate tan x sec x for the x in part (a)

prove that cos 10.cos30.cos50.cos70 = 3/16

prove that tan 50 = 2 tan 10 + tan40

Solve cosec (- 1410 degree)

1.(1+cos pi/ 8) (1+cos 3pi / 8) (1+cos 5pi / 8) (cos 7pi / 8)=1/8

If A+B+C = pai, prove that

sinA + sinB + sinC = 4 cosA/2 cosB/2 cosC/2

Prove that sin3x + sin 2x – sinx = 4 sinx cos x/2 cos3x/2

sin10*sin50*sin70=1/8?

why the function changes on 90 degree and 270 degree. for eg. cos becomes sine and tan becomes cot.Reply fast. thnx.......

sin 105 degree +cos 105 degree =cos 45 degree

Prove the following: cosA / 1 - sinA = tan (45 + A/2)

Find the maximum and minimum values of sin^4x + cos^2x and hence or otherwise find the maximum value of sin^1000 x + cox^2008 x

Prove:Cos18+Sin18/Cos18-Sin18 = Tan63Please provide me the answer for this question as soon as possible...

cos4 pi /8+ cos4 3pi /8+ cos4 5pi /8 +cos4 7pi/ 8=3/2 prove it fast rely plssss

If tanx= -4/3 and x is in the second quadrant; find the values of sin x/2, cos x/2 and tan x/2.

cos4 pi / 8+cos4 3pi /8 + cos4 5pi / 8 +cos4 7pi /8 =3/2

PROVE THAT

cos

^{3}A + cos^{3}(120+A) + cos^{3}(240+A) = 3/4 cos3Asin

^{2}A =+ coscos^{2}(A-B)^{2}B - 2coscosAcosB(A-B)Sir I recieved an answer from you (meritnation) but it is cos(A-B) in both the places not cos(A+B).

if A+B=45 degree.show that {1+tanA}{1+tanB}=2

Prove that:

4 cosA cos(60-A) cos(60+A) = cos3A

in any triangleABC P.T

(b

^{2}-c^{2})cotA + (c^{2}-a^{2})cotB + (a^{2}-b^{2})cotC = 0prove that

sin5A= 5sinA - 20sin

^{3}A + 16sin^{5}AProve cos5x=16cos

^{5}x-20cos^{3}x+5cosxfindx and y cos(2x+3y)=1/2 and cos(3x+2y)=squareroot3/2

prove that cos11+sin11/cos11-sin11=tan56

prove using sine rule - 1) sin ( B-C)/2 = b-c/a cos ( A/2)

2)1+cos(A-B) cos C / 1+cos(A-C) cos B = a2+ b2/ a2- c2

3) (b-c)cot (A/2) + (c-a)cot (B/2) + (a-b)cot (C/2) = 0

4) a cos(B-C/2) = (b+c) sin(A/2)

5) c/(a-b) = tan(A/2) + tan(B/2) / tan(A/2) - tan(B/2)

6) a(cos C - cos B) = 2(b-c) cos^2 (A/2)

prove that sin (A+B)+sin (A-B)/ cos (A+B)+cos (A-B) = tan A

show that tan3x-tan2x-tanx =tan3x*tan2x*tanx

FIND THE VALUE OS COS(-1710)degree

IF cos(alpha + beta) = 4/5 and sin(alpha - beta) = 5/13

FIND THE VALUE OF tan 2 alpha, where 0 is less than equal to alpha is less than equal to pie/4.

plz reply!!

Prove that sin^2 (pi/4) + cos^2 (pi/4) - tan^2 (pi/4)= -1/2

Prove that tan4x= (4tanx(1-tan^2x)) / 1-6tan^x+tan^4x

Consider a triangle with sides 3,6,8 cm respectivelty.Now if a man runs around the triangle in such a way that he is always at a distance of 1cm from the sides of triangle then how much distance will he travel.

a tree stands vertically on a hill side which makes an angle of 15degree with the horizontal. from a point on the ground 35m down the hill from the base of the tree, the angle of elevation of the top of the tree is 60degree. find the height of the tree.

ans(35root2m) plese tell the xact solution

Solve the equation:

4sinxcosx + 2sinx + 2cosx + 1 = 0

Please explain working

prove that 1+cos2x+cos4x+cos6x= 4cosx cos2x cos3x.

Show that cos 24 + cos 55 + cos 125 + cos 204 + cos 300= 1/2

prove-

cos

^{2}(pi /8) + cos^{2 (}3pi / 8) +cos^{2}(5pi / 8) +cos^{2 (}7pi / 8) = 2geometrically prove that :

1.sin(X-Y) = sinx.cosy-cosx-siny

2. sin(x+y)=sinx.cosy + cosx.siny

3, cos(x+y)= cosx.cosy-sinx.siny

4.tan(x+y)= tanx+tany/1-tanxtany

5. tan(x'y) =tanx-tany/1+tanxtany

find the derivative of cotx by the first principle?

Prove that :-

1) Sin (45° + a) * Sin (45° - a) = 1/2 Cos 2a

2) (2Cos2a + 1) / (2Cos2a - 1) = tan (60° + a) * tan (60* - a)

3) 4SinA*Sin(A +π/3)*Sin(A + 2π/3) = Sin3A

4) Sin10°.Sin50°.Sin60°.Sin70° = (√3) / 16

5) Cos20°.Cos30°.Cos40°.Cos80° =(√3) / 16

The angles of a triangle are in AP and the ratio of the number of degrees in the least to the number of radians in the greatest is 60:

π. Find the angles in degrees and radians.

If A+B+C = pai, prove that

sin^2 A/2 +sin^2 B/2 + sin^2 C/2 = 1 - 2sinA/2 sinB/2 sinC/2

prove sin

^{2}A - sin^{2}B/sinA .cosA- sinB. cosB = tan(A+B)if sina=1/2 (x+1/x) show that sin 3a +1/2 (x^3+1/x^3)=0

Prove that: cosA cos2A cos4A cos8A =sin16A / 16sinAProve that cos10x+cos8x+3cos4x+3cos2x = 8cosxcoscube3x

cosec

^{2}o - cot^{2}o = 1EVALUATE cos(-1125)

Solve sin2x+sin4x+sin6x=0

x, satisfying the equation tan^{2}(sin^{–1}x) > 1 is(A) [–1, 1] (B) $\left[-\frac{\sqrt{2}}{2},\frac{\sqrt{2}}{2}\right]$

(C) $\left(-1,1\right)-\left[-\frac{\sqrt{2}}{2},\frac{\sqrt{2}}{2}\right]$ (D) $\left[-1,1\right]-\left(-\frac{\sqrt{2}}{2},\frac{\sqrt{2}}{2}\right)$

prove that

cos20cos40cos60cos80 =1/16