SOLUTION: How may i prove this using direct proof?
Let x,y be real numbers.
{{{ x^2+y^2 >= 2xy }}}
Please help!!
thank you!
Algebra.Com
Question 1020219: How may i prove this using direct proof?
Let x,y be real numbers.
Please help!!
thank you!
Answer by robertb(5830) (Show Source): You can put this solution on YOUR website!
For all real numbers x, y, it is always true that
Expanding the left side of the inequality,
==> after transposition.
And the statement is proved.
RELATED QUESTIONS
If a^2+b^2=1=c^2+d^2 where a,b,c,d are real numbers prove that ab+cd ≦ 1.
(Use the (answered by KMST)
Let x and y be real numbers. Find the maximum value of (x + y)^2, if x and y satisfy x^2 (answered by CPhill,ikleyn,Edwin McCravy)
For positive real numbers x, y, and z, what is equivalent to x^1/2 y^2/3 z^5/6
I do... (answered by drk)
Let x, y, and z be real numbers such that x + y + z, xy + xz + yz, and xyz are all... (answered by ikleyn)
Please help me solve this proof!
Given: XZ < YZ
Prove: angle X is not equal to angle Y (answered by Theo)
the two expressions (x+y)^2 and x^2+y^2 are equal for all real numbers x and y??? true or (answered by solver91311)
Hello I was wondering if somebody could explain how to do this math problem. Please make... (answered by Alan3354)
I need some help with this one...can anyone help me out? Thanks!
Directions: Let the (answered by praseenakos@yahoo.com)
I need help factoring this expression:... (answered by addingup)