Find the area of the region bounded by the parabola y = x² and

Find the value of m (mo) for which the area bounded by the line y=mx+2 and x=2y-y² is :

1) 9/2 square units.

2) minimum.

Also find the minimum area.

Area bounded by the curve y²(2a-x) =x³ and the line x =2a is

a. 3a²

b.3a²/2

c. 3a²/4

d. none of these

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

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

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

The area of the region described by A = {(x,y) :x²+y²≤ 1 andy²≤ 1 x} is :??

Area lying between the curve y² = 4x and y = 2x is

A.

B.

C.

D.

If a,b,c,d and p are distinct real numbers such that (a² + b²+ c²)p² - 2p(ab+ bc+ cd) + (b²+ c²+ d²) 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

The area enclosed by the curves y =x², y =x³, x =0 and x =p, where p is greater than 1, is 1/6. Then p equals

a. 8/3

b. 4/3

c. 16/3

d. 2

On the interval [0,1] the function f(x) =x¹⁰⁰⁵(1-x)¹⁰⁰² takes maximum value equal to

1. 1005¹⁰⁰⁵1002¹⁰⁰²/2007²⁰⁰⁷

2. 2007²⁰⁰⁷/1005¹⁰⁰⁵1002¹⁰⁰²

3. 2007^2007//1005¹⁰⁰²1002¹⁰⁰⁵

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.

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) =x¹⁰⁰⁵(1-x)¹⁰⁰² takes maximum value equal to

1.1005¹⁰⁰⁵1002¹⁰⁰²/2007²⁰⁰⁷

2.2007²⁰⁰⁷/1005¹⁰⁰⁵1002¹⁰⁰²

3.2007^2007//1005¹⁰⁰²1002¹⁰⁰⁵

The area enclosed by the curves y =x², y =x³, x =0 and x =p, where p is greater than 1. Then p equals

a. 8/3

b. 4/3

c. 16/3

d. 2

using differentials find the approimate vale of (0.999)1/10 ,upto three places of decimal

Let A₁ be the area of the parabola y² =4ax and the line y =mx in sq. units is

a. (5/3)a²/m

b. (8/3)a²/m

c. (7/4)a²/m

d. none of these

Please explain briefly.

find the area y=logx,y=sin^4(x)x=0

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

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 byKeshav Kr1 day, 19 hours agoSubject:Math3Answers

Find the area bounded by the parabolay²= 16xand its latus rectum.

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