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Syllabus

Find the area of the region bounded by the parabola

y=x^{2}andFind the value of m (mo) for which the area bounded by the line

y=mx+2andx=2y-y^{2}is :1) 9/2 square units.

2) minimum.

Also find the minimum area.

Area bounded by the curve y

^{2}(2a-x) =x^{3}and the line x =2a isa. 3a

^{2}b.3a

^{2}/2c. 3a

^{2}/4d. none of these

let the tangent to the curve x

^{1/2}+y^{1/2 }=a^{1/2 }at any point on it cuts the axes OX and OYat P and Q respectively .hen OP+OQ =?1.a

2.2a

3.a/2

4.a*a

x^{2}+y=18?^{2}Please find the area by both vertical and horizontal lines. It in not equal. But how can that be possible, the area should be same done by either form??

The area of the region described by A = {(x,y) :x

^{2}+y^{2}≤ 1 andy^{2}≤ 1 x} is :??^{2}=4ax between the lines x=a and x=4a?Area lying between the curve

y^{2}= 4xandy= 2xisA.B.C.D.The area enclosed by the curves y =x

^{2}, y =x^{3}, x =0 and x =p, where p is greater than 1,is 1/6. Then p equalsa. 8/3

b. 4/3

c. 16/3

d. 2

Find the area bounded by the parabola

y^{2}= 16xand its latus rectum.If a,b,c,d and p are distinct real numbers such that (a

^{2}+ b^{2}+ c^{2})p^{2}- 2p(ab+ bc+ cd) + (b^{2}+ c^{2}+ d^{2}) is less than equal to 0, then: :a. a,b,c,d, ar in AP

b. a,b,c,d, are in GP

c. ac = bd

d. ab = cd

let f(x) be an odd function in the interval [-T/2,T/2] with a period T ,then g(x) =integration f(t)dt from a to x is

a periodic with period T

b.non periodic

c.periodic with period 2T

d.periodic with period aT

^{2}/a^{2}+ y^{2}/b^{2}= 1 and the line x/a + y/b =1On the interval [0,1] the function f(x) =x

^{1005}(1-x)^{1002}takes maximum value equal to1. 1005

^{1005}1002^{1002}/2007^{2007}2. 2007

^{2007}/1005^{1005}1002^{1002}3. 2007

^{2007/}/1005^{1002}1002^{1005}Plz answer quickly

A sheet of paper for a poster is 1.5m2 in area . The margins at the top and the bottom are to be 6cm wide at the sides , 4cm wide . Whatr should be the dimensions of the sheet to maximize the printed area ?

Please help soon.

Thank you.

FIND THE AREA OF ELLIPSE XSQUARE/A SQUARE+YSQUARE/BSQUARE=1

PROVE THAT THE CURVE X=YSQUARE AND XY=K CUT AT RIGHT ANGLES IF 8KSQUARE =1

Find the area bounded by the circle x^2+y^2=1 and the line x+y/2=1 ??

On the interval [0,1] the function f(x) =x

^{1005}(1-x)^{1002}takes maximum value equal to1.1005

^{1005}1002^{1002}/2007^{2007}2.2007

^{2007}/1005^{1005}1002^{1002}3.2007

^{2007/}/1005^{1002}1002^{1005}The area enclosed by the curves y =x

^{2}, y =x^{3}, x =0 and x =p, where p is greater than 1. Then p equalsa. 8/3

b. 4/3

c. 16/3

d. 2

respected expert this is my reposted q i teld u within 10 min ans and nothing u have done

sir within 10 min u have to ans my all previous and current queries its urgent expert urgent is their anyone who is ready for help me in 10 min sir i m facing 1 doubts that abcd is a square of side 7 cm a semicircle is drawn as ab as a diameter and also a quadrant is also drawn on that find area of shaded region b/w quadrant and semicircle

Asked by Keshav Kr(student), 4 days, 4 hours agoFIND THE AREA OF THE REGION BOUNDED BY THE CURVE ay^2 = x^3. the y axis n the lines y=a n y=2ausing differentials find the approimate vale of (0.999)1/10 ,upto three places of decimal

Let A

_{1}be the area of the parabola y^{2}=4ax and the line y =mx in sq. units isa. (5/3)a

^{2}/mb. (8/3)a

^{2}/mc. (7/4)a

^{2}/md. none of these

Please explain briefly.find the area y=logx,y=sin^4(x)x=0

^{2}+y^{2}=32, using integration.respected brijendra pal in this q

u told me that upload pic i have not any scanner or pic given in q u have to think urself draw diag where the best possibility

and solve quadrant is on semicircle first u upload possibility of diag

respected expert this is my reposted q i teld u within 10 min ans and nothing u have done

sir within 10 min u have to ans my all previous and current queries its urgent expert urgent is their anyone who is ready for help me in 10 min sir i m facing 1 doubts that abcd is a square of side 7 cm a semicircle is drawn as ab as a diameter and also a quadrant is also drawn on that find area of shaded region b/w quadrant and semicircle

Asked by Keshav Kr(student), 4 days, 4 hours agoAsked byKeshav Kr1 day, 19 hours agoSubject:Math3Answers

I REQUEST U TO ANS ALL THE QUES ,, U MAY TAKE UR TIME,,,,, BUT DO ANS EACH OF THEM....PLSIntegral of 4+3x-x^2

^{2}+1, 0< y < x+1, 0<x<2 }^{a}∫_{2}ln(cota+tanx)dx,where a∈(0,Π/2) is__???What is the integral of limits 1 to 2 of function 1/x(1+logx)2

Please draw the grpah for the above question.

Thank you.

Is there anything we need to keep in mind while taking out the common region under the given curves ?

what is the integral of limits 0 to pi/2 of function 2 sinx cosx tan-1(sinx)

Find the area bounded by the parabola y^2= 4x and the line y=2x-4. by both vertical and horizontal method. Its not equal, how??

^{ 2 }+y^{2}=a^{ 2}