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3651.

When a=b then find the value of a and b

Answer» Infinity
3652.

What is sandwich theorem.

Answer»
3653.

Tan2x tanx/tan2x - tanx = sin2x

Answer» L.H.S.=tan2x.tanxtan2x−tanx=sin2xcos2x.sinxcosxsin2xcos2x−sinxcosx=sin2xcos2x.sinxcosxsin2x.cosx−cos2x.sinxcos2x.cosx=sin2x.sinxsin2x.cosx−cos2x.sinxUsing idenity :sin(A−B)=sinA.cosB−cosA.sinB,we get,L.H.S.=sin2x.sinxsin(2x−x)=sin2x.sinxsinx⇒L.H.S.=sin2x=R.H.S. (Hence proved)
3654.

Pi kya hai

Answer» As a trigonometric value pi is considered as 180 In general it\'s value is 22/7 or 3.14
In trigonometric functions chapter it is considered as 180. In general pi=22/7 or3.14
Its value is 22/7 or 3.14
Its a transcendental number
3655.

(a+b)\'2,

Answer» Bhot shi khel gya
a^2 + b^2 + 2ab
3656.

element book ex:3.2 10 questions 3rd part

Answer»
3657.

What are concurrent lines

Answer»
3658.

All questions and answers

Answer»
3659.

Find the distance between the points R(a+b,a-b) and (a-b,a+b).

Answer»
3660.

Can u make me understand trigonometric equation

Answer» Ya bilkul
Ya
Ya
3661.

Evaluate: sin(40+theta)*cos(10+theta)-cos(40+theta)*sin(10+theta).

Answer»
3662.

Sin 23 degree ÷cot54 degree

Answer»
3663.

2x^-(3+7i)x-(3-9i)=0

Answer»
3664.

acosA+bcosB+c.cosC=2asinBsinC

Answer» It is a conditional identities
3665.

i to the power 18 + 1 upon i to the power 25 whole cube

Answer» 11
3666.

Using PMI prove- n(n+1)(n+5) is a multiple of 3

Answer» To banaya kyun nahi
Bahut simple
3667.

If R={(3x+y=19,x,y €N} then find the domain & range.

Answer» Domin =R
3668.

5 is polynomial or not

Answer»
3669.

The polynomial f(x)=x4

Answer»
3670.

Δ(sinx+sin^2x+sin^3x)/Δx

Answer»
3671.

Is 0/infinity is determinant or indeterminant?

Answer»
3672.

Find the equation of the perpendicular bisector of the line joining the points (1,3) and (3,1)?

Answer»
3673.

Find the range of x-4 /x-4

Answer» 0,1
1
3674.

prove that √5 is a irrational

Answer» By the method of contradiction...
3675.

Let A={a,b }and B= {a, b, c }is =A¢B? What is A union B

Answer» {a,b,c}
a,b,c
3676.

ex 4.1 q 1 ) 1+3+3^2+....+3^n-1=(3^n-1)/2

Answer»
3677.

Power set of null set

Answer» Phi
Thitha
No. Of elements in power set = 2^0 = 1P(A)= {fi}
3678.

X+3/x-2>0,x€R

Answer»
3679.

What is co ordinate

Answer» Tera ser
3680.

Find range of 1-modulus x-2

Answer»
3681.

What is the value of tan(x-y)

Answer» tanx-tany/1+tanx.tany
tanx-tany/1+tanx.tany
3682.

2 multiply 5

Answer» 10 sweety
10
10
10
Dear it\'s 10??????
3683.

Can you please tell me the shortcut method of binomial theorem?

Answer»
3684.

x-3/x-1

Answer»
3685.

If A+B= 45 then prove that (1+tanA)(1+tanB)=2

Answer»
3686.

Phythogyares theoram

Answer» its AB^2+BC^2=AC^2
3687.

Cosa\\a+cosb\\b+cosc\\c=a2+b2+c2\\2abc

Answer» Please prove
=>cosA/a=b^2+c^2-a^2 /2bc --(1)=> cosB/b=a^2+c^2-b^2/2ac-----(2)=>cosC/c=a^2+b^2-c^2 /2ab ----(3)=> adding three equation you get a^2+b^2+c^2/2abc
its from external exercise
Please prove that
3688.

Integration of x^2-3x+4

Answer»
3689.

(2n+7)

Answer»
3690.

Argument(z) +argument(z^-) =

Answer»
3691.

Find the general solution of Cos4x=Cos2x

Answer»
3692.

. i n+100 + i n+50 + i n+48 + i n+46Complex no.. n+100 ,n+50,n+48,n+46. is in raise to power

Answer»
3693.

it is important to solve ncert

Answer» 10 ka exam deke kya pta lga which book is main
Rd is main
Yes, NCERT is very important for any subject
Yaa it is important to solve ncert first
Yaa, its very important to solve ncert for all types of board nd competative exams
It is very important to solve ncert to keep our concepts clear.
Of course yes We should solve ncert first
3694.

how to derive identity of sin2A

Answer» Right?????
by hand and mind
3695.

1+ cos 2A= ??Plzzz tell this formula

Answer» Hlo
1+cos 2A =2 cos^2A
How r u
Hlo nik
3696.

If one angle of a triangle is equal of the other two show that triangle is right angle

Answer»
3697.

How we can find diffrention

Answer»
3698.

CosA -sinA+1/cosA+sinA-1

Answer»
3699.

Thanks a lot sir.

Answer»
3700.

Tan70°=tan20°+2tan50°

Answer» As we all know,tan70°=tan(20+50)°\u200b\u200btan70°=(tan20°+tan50°)/1-tan20°tan50°tan70°-tan20°tan50°tan70°=tan20°+tan50°Also\xa0tan70°tan20°=tan70°cot70°=1Hencetan70°-tan50°=tan20°+tan50°So tan70°=tan20°+2tan50°