Ask a New Question

Asked by Efa

By expanding the inequality(the square root of A-the square root of B)^2>0,show that the arithmetic mean of two unequal numbers is greater than their geometric mean.Check by using the numbers
a)10 b)2root2 c)2/3
9 years ago

Answers

Answered by Steve
google is your friend
many proofs online
9 years ago

Related Questions

Expanding the trinomial, (x+y+z)^n, gives terms X^rY^sZ^t where r+s+t=n and with a coeficient of n!... I need help with expanding the following essay. Hoagland describes that he feels like a city rat... a cube is expanding and its volume is increasing at the rate 96 cubic centimetres/second when the si... A gas, while expanding under isobaric conditions, does 660 J of work. The pressure of the gas is 1.4... when expanding (x+y)^8, either an x or a y from each of the eight factors is used in the product. Th... Cell Tell is expanding to a new area of town. The store's budget allows $2,500 per month to rent th... A librarian is expanding some sections of the city library. He buys books at a special price from... How does expanding one's space relate to the concept of Manifest Destiny? How about the opening line... A rectangle is expanding such that the ratio of its width to its length is always 2 to 5. Determine... When expanding the brackets (2a-3b)²
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use