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class 12
| maths
| area
Solutions for all the questions from class 12
of subject maths
of chapter area
CLASS
class 10
class 11
class 12
class 6
class 7
class 8
class 9
SUBJECT
maths
CHAPTER
3d coordination system
and transformation formulas
application of derivatives
application of integrals
applications of derivatives
area
binary operations
binomial theorem
circles
complex numbers
View All ↓
Class 12
Maths
Calculus
Area
Area enclosed by the curve
$y=f(x)$
defined parametrically as
$x=1+t_{2}1−t_{2} ,y=1+t_{2}2t $
is equal to
Class 12
Maths
Calculus
Area
$Iff:[−1,1]→[−21 ,21 ],f(x)=1+x_{2}x ,$
then find the area bounded by
$y=f_{−1}(x),x$
axis and lines
$x=21 ,x=−21 .$
Class 12
Maths
Calculus
Area
The area bounded by the curve
$a_{2}y=x_{2}(x+a)$
and the x-axis is
Class 12
Maths
Calculus
Area
The positive valu of the parameter 'k' for which the area of the figure bounded by the curve
$y=sin(kx),x=3k2π ,x=3k5π $
and x-axis is less than 2 can be
Class 12
Maths
Calculus
Area
The area of the closed figure bounded by
$x=−1x=2,$
and
$y={−x_{2}+2,2x−1, x≤1x>1 $
and the abscissa axis is
Class 12
Maths
Calculus
Area
The area inside the parabola
$5x_{2}−y=0$
but outside the parabola
$2x_{3}−y+9=0$
is
Class 12
Maths
Calculus
Area
The value of the parameter a such that the area bounded by
$y=a_{2}x_{2}+ax+1,$
coordinate axes, and the line x=1 attains its least value is equal to
Class 12
Maths
Calculus
Area
The area between the curve
$y=2x_{4}−x_{2}$
, the x-axis, and the ordinates of the two minima of the curve is
Class 12
Maths
Calculus
Area
The area bounded by the curve
$y=x(1−g_{e}x)$
and x-axis is
Class 12
Maths
Calculus
Area
Area enclosed between the curves
$∣y∣=1−x_{2}andx_{2}+y_{2}=1$
is
1
2
3
4
5
6
7
8
9
10
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class 12
| maths
| area
Solutions for all the questions from class 12
of subject maths
of chapter area
Filter Results
CLASS
class 10
class 11
class 12
class 6
class 7
class 8
class 9
SUBJECT
maths
CHAPTER
3d coordination system
and transformation formulas
application of derivatives
application of integrals
applications of derivatives
area
binary operations
binomial theorem
circles
complex numbers
View All ↓
Class 12
Maths
Calculus
Area
Area enclosed by the curve
$y=f(x)$
defined parametrically as
$x=1+t_{2}1−t_{2} ,y=1+t_{2}2t $
is equal to
Class 12
Maths
Calculus
Area
$Iff:[−1,1]→[−21 ,21 ],f(x)=1+x_{2}x ,$
then find the area bounded by
$y=f_{−1}(x),x$
axis and lines
$x=21 ,x=−21 .$
Class 12
Maths
Calculus
Area
The area bounded by the curve
$a_{2}y=x_{2}(x+a)$
and the x-axis is
Class 12
Maths
Calculus
Area
The positive valu of the parameter 'k' for which the area of the figure bounded by the curve
$y=sin(kx),x=3k2π ,x=3k5π $
and x-axis is less than 2 can be
Class 12
Maths
Calculus
Area
The area of the closed figure bounded by
$x=−1x=2,$
and
$y={−x_{2}+2,2x−1, x≤1x>1 $
and the abscissa axis is
Class 12
Maths
Calculus
Area
The area inside the parabola
$5x_{2}−y=0$
but outside the parabola
$2x_{3}−y+9=0$
is
Class 12
Maths
Calculus
Area
The value of the parameter a such that the area bounded by
$y=a_{2}x_{2}+ax+1,$
coordinate axes, and the line x=1 attains its least value is equal to
Class 12
Maths
Calculus
Area
The area between the curve
$y=2x_{4}−x_{2}$
, the x-axis, and the ordinates of the two minima of the curve is
Class 12
Maths
Calculus
Area
The area bounded by the curve
$y=x(1−g_{e}x)$
and x-axis is
Class 12
Maths
Calculus
Area
Area enclosed between the curves
$∣y∣=1−x_{2}andx_{2}+y_{2}=1$
is
1
2
3
4
5
6
7
8
9
10
Previous
page
1 / 2
You're on page
1
page
2
Next
page
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