Update ANS

In this blog you will find class 6 to 12, IIT, NEET MATH & PHYSICS question and answer and also some articles about Science Engineering and Technology

Pages

Home
Gallery
Privacy Policy
Term of Use
Our AIM
About Us
Test
NOTICE
My Choice
Contact Us

29 Sept 2019

Class 9 ICSE SELINA ex 16B question 4

at September 29, 2019

Email This BlogThis!Share to Twitter Share to Facebook Share to Pinterest

Labels: Area Theorems, Class 9, Math Questions

No comments:

Post a Comment

Please do not enter any spam link

Newer Post Older Post Home

Subscribe to: Post Comments (Atom)

Let a0,a1,a2,a3......,an be constant such that a0+a1/2+a2/3+.......+an/n+1=0 prove that there exists a real number x belongs to (0,1) such that a0+a1x+a2x^2+.....+anx^n=0

Search This Blog

Paytm

Topic

3D Android app Android Tips And Tricks AP Application of derivative Application of Integral Area and Perimeter of Plane Figures Area Theorems Auto transformer Banking Battery Binary_Operation Binomial Board Question Calorimetry Capacitance Chemistry Circle Circular_Motion Class 10 Class 11 Class 12 class 5 class 6 Class 7 class 8 Class 9 Co-ordinate Geomatry COM Complex Number Compound Interest Computer Science Continuity and Differentiability Derivative Determinant Differential Equation Electric_charge_Field Electric_Potential_Capacitance Electrical Engineering Electricity ellipse Engineering Mathematics Equation of Line Expansion Exponent Factorisation FORCE Gas Law GP GST Height ans Distance Hyperbola IITJEE Induction Inequalities Information Integral_Calculus Inverse Trigonometry KTG Light Lightning Limit linear equation linear Inequation Logarithms Machine Math HISTORY Math Questions Math Theorems Math Tricks Mathematics Matrix Mensuration Midpoint Theorem Moving_charge_Magnetism NLM NUMBER SYSTEM Parabola Percentage Physics Physics Question Probability Profit & Loss Projectile Motion Pythagoras Theorem Quadratic Equation Quiz Ratio and Proportion Rational Irrational Number Ray Optics Rectilinear Figures Relation Function Remainder_Factor Resistance Rolle's Theorem Rotational-motion Section and Midpoint Series Shares SHM Similarity Sound Special type of Quadrilateral Statistics Surface area and Volume Tangent Thermodynamics Transformer Triangle Trigonometry vector work-energy-power

Email Subscription

Enter your email address:

Delivered by FeedBurner

Total Pageviews

Wikipedia

Search results

Popular Posts

The velocity ( v ) of a particle (under a force F) depends on its distance ( x ) from the origin (with x > 0 ) v ∝ 1 √ x . Find how magnitude of the force ( F ) on the particle depends of x .
Class 9 | Inequalities | In a quadrilateral ABCD; Prove that (i) AB+BC+CD>DA , (ii) AB+BC+CD+DA> 2AC, (iii) AB+BC+CD+DA> 2BD

Ankit Sarawgi. Theme images by luoman. Powered by Blogger.