Hey Guys, hope you are well. Today we are going to evaluate value of ab in a equation. As you see in title,this equation is (a+b)²=36 and (a-b)²=24. So if you love mathematics then you should read this article. To learn Algebra you should bookmark our site or you also follow us at SaRaisay . Or guys,if you want read article in hindi language then visit our hindi Blog. So, let's start. What is the value of ab if (a+b)²=36 and (a-b)²=24 ? General Mathematics I hope you are students.so you can learn with me.so let's start METHOD 1:- (a+b)²=36 That means (a+b)=√36 =6 So, a+b=6 Hence a=6-b mark it as (I) (a-b)²=24 That means (a-b)=√24 =2√6 So a-b=2√6 So now, putting the value of (I) of a ...
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