Question

Between what two consecutive integers does lie?

A.
4 and 5

B.
5 and 6

C.
6 and 7

D.
7 and 8

Answer 1

Does what lie?

Answer 2

\[\sqrt{35}\]

Answer 3

B: 5 & 6

Answer 4

sqrt(36) is 6, so sqrt(35) must be smaller than 6. sqrt(25) is 5, so sqrt(35) is bigger than five :-)

Answer 5

thank you all

Answer 6

B.

Because 5 squared is 25 and 6 squared is 36, it must lie somewhere between those two.

Answer 7

or this

Between what two consecutive integers does Square Root Of 35 lie?
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Let sqrt(35) = x, then x^2 = 35

But; 25 < x^2 = 35 < 36
So; sqrt(25) < sqrt(35) < sqrt(36) or

5 < sqrt(35) < 6
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Hope this helps!