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class 11
| maths
| application of derivatives
Solutions for all the questions from class 11
of subject maths
of chapter application of derivatives
CLASS
class 10
class 11
class 12
class 6
class 7
class 8
class 9
SUBJECT
maths
CHAPTER
application of derivatives
application of integrals
binomial theorem
circle
circles
complex numbers
complex numbers and quadratic equations
continuity and differentiability
coordinate geometry
daily practice problems
View All ↓
class 11
Maths
Calculus
Application Of Derivatives
The slope of the tangent to the curve
$(y−x_{5})_{2}=x(1+x_{2})_{2}$
at the point
$(1,3)$
is.
Class 11
Maths
Calculus
Application Of Derivatives
If
$a,b,c∈Randa+b+c=0,$
then the quadratic equation
$3ax_{2}+2bx+c=0$
has (a) at least one root in
$[0,1]$
(b) at least one root in
$[1,2]$
(c) at least one root in
$[23 ,2]$
(d) none of these
Class 11
Maths
Calculus
Application Of Derivatives
if
$∣f(x_{1})−f(x_{2})∣≤(x_{1}−x_{2})_{2}$
Find the equation of gent to the curve
$y=f(x)$
at the point
$(1,2).$
Class 11
Maths
Calculus
Application Of Derivatives
The triangle formed by the tangent to the curve
$f(x)=x_{2}+bx−b$
at the point
$(1,1)$
and the coordinate axes, lies in the first quadrant. If its area is 2, then the value of
$b$
is (a)
$−1$
(b)
$3$
(c)
$−3$
(d)
$1$
Class 11
Maths
Calculus
Application Of Derivatives
The point on the curve
$4x_{2}+a_{2}y_{2}=4a_{2}$
;
$4<a_{2}<8$
that is farthest from the point (0,-2) is
1
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class 11
| maths
| application of derivatives
Solutions for all the questions from class 11
of subject maths
of chapter application of derivatives
Filter Results
CLASS
class 10
class 11
class 12
class 6
class 7
class 8
class 9
SUBJECT
maths
CHAPTER
application of derivatives
application of integrals
binomial theorem
circle
circles
complex numbers
complex numbers and quadratic equations
continuity and differentiability
coordinate geometry
daily practice problems
View All ↓
class 11
Maths
Calculus
Application Of Derivatives
The slope of the tangent to the curve
$(y−x_{5})_{2}=x(1+x_{2})_{2}$
at the point
$(1,3)$
is.
Class 11
Maths
Calculus
Application Of Derivatives
If
$a,b,c∈Randa+b+c=0,$
then the quadratic equation
$3ax_{2}+2bx+c=0$
has (a) at least one root in
$[0,1]$
(b) at least one root in
$[1,2]$
(c) at least one root in
$[23 ,2]$
(d) none of these
Class 11
Maths
Calculus
Application Of Derivatives
if
$∣f(x_{1})−f(x_{2})∣≤(x_{1}−x_{2})_{2}$
Find the equation of gent to the curve
$y=f(x)$
at the point
$(1,2).$
Class 11
Maths
Calculus
Application Of Derivatives
The triangle formed by the tangent to the curve
$f(x)=x_{2}+bx−b$
at the point
$(1,1)$
and the coordinate axes, lies in the first quadrant. If its area is 2, then the value of
$b$
is (a)
$−1$
(b)
$3$
(c)
$−3$
(d)
$1$
Class 11
Maths
Calculus
Application Of Derivatives
The point on the curve
$4x_{2}+a_{2}y_{2}=4a_{2}$
;
$4<a_{2}<8$
that is farthest from the point (0,-2) is
1
Previous
page
1 / 1
You're on page
1
Next
page
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