what does 5√3 means?
5 square root 3.
That question seems philosophical...
it could be the 5th root of 3 too !
true true!
√ = square root therefore it means 5 square root 3
It couldnt be fifth root of 3.
no that symbol only means root !
yes but it is written quite wring technically, and could be interpreted either way people write x2 for x^2 here all the time.
The sum of the first n consecutive odd whole numbers i y, where n>0. √y-n =?
is y*
I really don't understand the question now. You mean a sum with a sigma sign?
root(y - n) = (n-1)root(n)
fifth root of 3 is ====> 1.24573094
\[\sqrt{y-n} - (n-1)\sqrt{n}\]
minus or equals? and what are you doing, can you explain at all?
@harkirat
Yes, i will. Just wait a few minutes.... I am preparing it......
The sum of the first n consecutive odd whole numbers i y, where n>0. √y-n =? take first two odd whole numbers --- 1 and 3 so n=2 y = 1+ 3 = 4 y - n = 4-2 = 2 root(y-n) = root(2) = (2-1)root(4) i.e (n-1)root(n)
take first five consecutive odd whole numbers --- 1, 3, 5, 7 and 9 so n=5 y = 1+3+5+7+9 = 25 y - n = 25-5 = 20 root(y-n) = root(20) = 4 root(5) = (5-1)root(5) i.e (n-1)root(n)
Is the logic clear now...????
Sorry I made a mistake in the equation !!!!\[\sqrt{y-n} = (n - 1)\sqrt{n}\]
but the choices are... A. n B.-n C.-y D.0 E. It cannot be determined by the information givin
In your question is it Root(y - n) or root(y) - n ????
\[\sqrt{y - n} or \sqrt{y} - n\]
Question hai.. The sum of the first n consecutive odd whole numbers is y, where n>0. √y-n
question is.. The sum of the first n consecutive odd whole numbers is y, where n>0. √y-n
@harkirat, that's very interesting, thanks!
@mathshasproblems Are u from india ?? I guess because you used the word "hai"..... I'm also from India (Delhi)..
@TuringTest Just struck me.......after I wrote it on paper and tried to find a pattern....
It could also be \[\sqrt{28}\]
Got the answer !!!!!
The answer is D. 0
I think we have to find \[\sqrt{y}-n = ?\] The sum of the first n consecutive odd whole numbers i y, where n>0. √y-n =? take first two odd whole numbers --- 1 and 3 so n=2 y = 1+ 3 = 4 root(y) = root(4) = 2 so root(y) - n = 2-2 = 0 take first five consecutive odd whole numbers --- 1, 3, 5, 7 and 9 so n=5 y = 1+3+5+7+9 = 25 root(y) = root(25) = 5 so root(y) - n = 5-5 = 0
Nice, though the other problem seemed harder. Hat's off to you Harkirat.
@TuringTest Thanks for yr nice comment..☺☺ Once he sent the answers, I just had to check again and yes it is very simple this time!!
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