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5151.

Passing through the point (-4,3) with slope 1/2

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5152.

prove (b+c)cos(B+C/2)=acid(B-C/2)

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5153.

4!\\3!×3!/2!

Answer» 12
5154.

tan15°+cot15°=4

Answer» Tan15°=tan(45°-30°) then by applying the formula of tan(x-y) we get √3-1/√3+1 and cot15° will be the reciprocal of tan15° then by solving these two we will get 4
5155.

Find dy/dx, if y=sin/cos

Answer» Cos square x+sin square x/cos square x
(Cosx d/dx Sinx - Sinx d/dx Cosx)/Cos^2x[Cosx(Cosx) - Sinx(-Sinx)]/Cos^2x(Cos^2x + Sin^2x)/Cos^2x1/Cos^2x
5156.

Show that 5^99 is divisible by 13

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5157.

Sin (-11/3)

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5158.

Find the real number x if (x-2i)(1+i) is purely imaginary

Answer» (x-2i)(1+i) = x+2 -i(x-2)X+2 = 0X=-2
5159.

Value of tan pie/8

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5160.

4*3

Answer» 12
5161.

a^2+b^2÷a^2+c^2

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5162.

Hoe to plus 1 to 3

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5163.

Last year question paper for class 11 cbse maths cbse original

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5164.

Sec2x

Answer» Sec saquare x by 2-sec saquare x
5165.

Let f { x+1÷x}=xsquare+1÷ xsquare

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5166.

tanA-tanB

Answer» Sin (A-B)/cosA cosB
5167.

Derive equation of motion by calcusmethod

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5168.

tan x + tan 2x +√3tan x.tan 2x = √3

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5169.

Find (A-B) U (B-A), if A=1,3,4 and B=2,5,9,11

Answer» ={1,2,3,4,5,9,11}
5170.

-7+24i

Answer» +-(3-4i)
5171.

Find the range of 3sinx+4codx

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5172.

How can I know about quadrant in complex number/ in which quadrant they exists

Answer» Complex number can be represented as directed line from origin to a point in Argand plane which is similar to XY plane. Real part of complex number is potted on x axis and imaginary part on y axis. The length of directed line is equal to modulus of complex number where as angle made by directed line with x axis is called argument of complex number. If directed line lies in second quadrant means complex number lies in second quadrant.. In this way we can determine the quadrant of complex number..
5173.

Sin(B-C)÷Sin(B+C)=b×b-c×c÷a×a

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5174.

Verify by the method of contradiction that root 7 is irrational

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5175.

Some other questions of trigonometry intrested easy but tuff

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5176.

Tan18 value

Answer» 0.324919696
5177.

What is mathematics..?

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5178.

d/dx(sinx)

Answer» Cosx
5179.

Secx=2

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5180.

A and B are 2 complex no. Mod of B=1 find mod of the B-A/1-ĀB

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5181.

Define continuty

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5182.

Find the derivative of f(x)=x+1\\x by different I on

Answer» -1/x square
5183.

If one A.M; A and two geometric means G1 and G2 inserted between any two positive no. Show that

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5184.

Prove that:Cos©Cos©-Cos3©Cos9©=Sin7©Sin4© 2. 2. 2

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5185.

Of straight line

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5186.

Supplementary of class 11

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5187.

Cos (x)square by first principle

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5188.

Tan A + cot a is equal to root under secsquareA+cosecsquareA

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5189.

What is conditional form

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5190.

On the real axis,if A=[0, 3]and B=[2, 6] then find the following (i) A\' (ii) A-B

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5191.

The length of semi Latus rectum is 1/3rd of its major axis, find the eccentricity

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5192.

If y=Asinx+Bcosx then how to show that y^2+(dy/dx)^2=A^2+B^2

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5193.

Convert following complex number into polar form3(Cos5π/3-i sinπ/6)

Answer» (5π/3) - 2π = -π/3 = -60 degreeHence cos (5π/3) = cos(-60) = +0.5Sin (π/6) = +0.5Hence 3(cos (5π/3)-i Sin (π/6))= 3(0.5 – 0.5i) = 1.5(1-i)Angle in argand plane = tan-1( y/x) = tan-1( -1/1)= -45 degree = -(π/4)Modulus of (1-i) = sqrt(2)Hence 3(cos (5π/3)-i Sin (π/6)) = 1.5 (1-i) = 1.5 * sqrt(2) [cos (-π/4)+isin (-π/4)]
5194.

Se Gelston

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5195.

Solve the inequality|x|-1÷|x|-2,x€R,x does not equal to plus minus 2?

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5196.

Prove that 1 + 1.1P1 + 2.2P2 + 3.3P3 + ........+ n.nPn = n+1Pn+1

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5197.

Squre root of 7-4i

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5198.

Chapter 11 conic section ex 11.1 question no 11

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5199.

lim x tan 2 xsquare 2 _ 2ki power n upon x_2 =80

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5200.

If f(z)=7-z/1-z^2 where z=1+2i ,then find |f(z)|

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