Formula of alpha minus bita
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Answered by
1
We can find Alpha minus Beta by using :
( a - ß ) ^ 2 = ( a + ß ) ^ 2 - 4aß.
HOPE IT HELPED.. :))
( a - ß ) ^ 2 = ( a + ß ) ^ 2 - 4aß.
HOPE IT HELPED.. :))
Anonymous:
Actually it should be " Mr. Senior citiizen "...
:/ what is your problem ?
The problem is with the question.. which should be corrected as soon as possible..
Ok dear !
Question isn't corrected
Hmm..
I have reported the question it'll be corrected soon..
umm thnx
Your welcome..
:)
Answered by
1
Heya!
First of all, Alpha and Beta are variables that need a data so that we can solve the question further.
Anyways, The formula you're looking for can be acquired by using the algebraic identity (a-b)²=(a+b)² - 4ab
Putting Alpha and Beta in the identity, we get-
(α-β)²=(α+β)² - 4αβ
(α-β)= √(α+β)² - 4αβ
Now, Put the values in the variables to get the answer.
Hope it helps you
First of all, Alpha and Beta are variables that need a data so that we can solve the question further.
Anyways, The formula you're looking for can be acquired by using the algebraic identity (a-b)²=(a+b)² - 4ab
Putting Alpha and Beta in the identity, we get-
(α-β)²=(α+β)² - 4αβ
(α-β)= √(α+β)² - 4αβ
Now, Put the values in the variables to get the answer.
Hope it helps you
At last we have the correct answer.. with the theory..
:))
Haha. Yes! ^_^
(((:
We just had a debate in the comments section about this whole matter..
:)
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