DOWNLOAD APP
CONTACT US
BLOG
BECOME A FILO
ABOUT US
HOME
HOME
ABOUT US
BECOME A FILO
BLOG
CONTACT US
DOWNLOAD APP
class 9
| maths
Solutions for all the questions from class 9
of subject maths
CLASS
class 10
class 11
class 12
class 6
class 7
class 8
class 9
SUBJECT
maths
CHAPTER
circles
complex numbers and quadratic equations
limits and derivatives
trigonometric functions
Class 9
Maths
Trigonometry
Trigonometric Functions
For each natural number k, let
$C_{k}$
denotes the circle radius k centimeters in the counter-clockwise direction.After completing its motion on
$C_{k}$
, the particle moves to
$C_{k+1}$
in the radial direction. The motion of the particle continues in this manner. The particle starts at (1,0).If the particle crosses the the positive direction of the x-axis for first time on the circle
$C_{n}$
,then n equal to
Class 9
Maths
Trigonometry
Trigonometric Functions
Let
$A_{0}A_{1}A_{2}A_{3}A_{4}A_{5}$
be a regular hexagon inscribed in a circle of unit radius. Then the product of the lengths the line segments
$A_{0}A_{1},A_{0}A_{2}$
and
$A_{0}A_{4}$
is
Class 9
Maths
Algebra
Complex Numbers And Quadratic Equations
Write a linear equation representing a line which is parallel to y-axis and is at a distance of 2 units on the positive side of x-axis
Class 9
Maths
Algebra
Limits And Derivatives
$T_{1}$
is an isosceles triangle in circle C. Let
$T_{2}$
be another Ãsosceles triangle inscribed in C whose base is one of the equal sides of
$T_{1}$
and which overlaps the interior of
$T_{1}$
. Similarly, create isosceles triangle
$T_{3}$
from
$T_{2};T_{4}andT_{5}$
, and so on. Prove that the triangle
$T_{n}$
, approaches an equilateral triangle as
$n→∞$
,
Class 9
Maths
Co-ordinate Geometry
Circles
Let
$A(−4,0),B(4,0)$
Number of points
$c=(x,y)$
on circle
$x_{2}+y_{2}=16$
such that area of triangle whose verties are A,B,C is positive integer is:
1
Previous
page
1 / 1
You're on page
1
Next
page
Clear your doubts in 60 seconds.
Download Filo.
class 9
| maths
Solutions for all the questions from class 9
of subject maths
Filter Results
CLASS
class 10
class 11
class 12
class 6
class 7
class 8
class 9
SUBJECT
maths
CHAPTER
circles
complex numbers and quadratic equations
limits and derivatives
trigonometric functions
Class 9
Maths
Trigonometry
Trigonometric Functions
For each natural number k, let
$C_{k}$
denotes the circle radius k centimeters in the counter-clockwise direction.After completing its motion on
$C_{k}$
, the particle moves to
$C_{k+1}$
in the radial direction. The motion of the particle continues in this manner. The particle starts at (1,0).If the particle crosses the the positive direction of the x-axis for first time on the circle
$C_{n}$
,then n equal to
Class 9
Maths
Trigonometry
Trigonometric Functions
Let
$A_{0}A_{1}A_{2}A_{3}A_{4}A_{5}$
be a regular hexagon inscribed in a circle of unit radius. Then the product of the lengths the line segments
$A_{0}A_{1},A_{0}A_{2}$
and
$A_{0}A_{4}$
is
Class 9
Maths
Algebra
Complex Numbers And Quadratic Equations
Write a linear equation representing a line which is parallel to y-axis and is at a distance of 2 units on the positive side of x-axis
Class 9
Maths
Algebra
Limits And Derivatives
$T_{1}$
is an isosceles triangle in circle C. Let
$T_{2}$
be another Ãsosceles triangle inscribed in C whose base is one of the equal sides of
$T_{1}$
and which overlaps the interior of
$T_{1}$
. Similarly, create isosceles triangle
$T_{3}$
from
$T_{2};T_{4}andT_{5}$
, and so on. Prove that the triangle
$T_{n}$
, approaches an equilateral triangle as
$n→∞$
,
Class 9
Maths
Co-ordinate Geometry
Circles
Let
$A(−4,0),B(4,0)$
Number of points
$c=(x,y)$
on circle
$x_{2}+y_{2}=16$
such that area of triangle whose verties are A,B,C is positive integer is:
1
Previous
page
1 / 1
You're on page
1
Next
page
NEET (2013-2020)
Board Examination (2010-2020)
IIT JEE (2006-2012)
IIT JEE 2006
IIT JEE 2007
IIT JEE 2008
IIT JEE 2009
IIT JEE 2010
IIT JEE 2011
IIT JEE 2012
JEE Main (2013-2016)
JEE Main 2013
JEE Main 2014
JEE Main 2015
JEE Main 2016
JEE Main 2017
JEE Main 2018
JEE Main 2019
JEE Advanced (2007-2019)
JEE Advanced 2007
JEE Advanced 2008
JEE Advanced 2009
JEE Advanced 2010
JEE Advanced 2011
JEE Advanced 2012
JEE Advanced 2013
JEE Advanced 2014
JEE Advanced 2015
JEE Advanced 2016
JEE Advanced 2017
JEE Advanced 2018
JEE Advanced 2019
CLASS 6
CLASS 6 SCIENCE
CLASS 7
CLASS 7 SCIENCE
CLASS 8
CLASS 8 SCIENCE
CLASS 9
CLASS 9 MATHS
CLASS 9 PHYSICS
CLASS 9 SCIENCE
CLASS 10
CLASS 10 PHYSICS
CLASS 10 SCIENCE
CLASS 11
CLASS 11 PHYSICS
CLASS 11 CHEMISTRY
CLASS 11 SCIENCE
CLASS 11 BIOLOGY
CLASS 11 MATHS
CLASS 12
CLASS 12 BIOLOGY
CLASS 12 PHYSICS
CLASS 12 CHEMISTRY
CLASS 12 MATHS
Home
About Us
Blog
Become a Filo
Contact Us
Legal
Privacy Policy and Terms & Conditions
Download App
Copyright FILO EDTECH PVT. LTD. 2021