Simplify

Ajiboye Dare

49*3,25*3,16*3=7/3,5/3,4/3=

0 22-02-2016 22:24:00 +0000

JAMES SIRGENTLE

=what

0 22-02-2016 22:29:00 +0000

Don Heeaze

√49×√3-√25×√3/√16×√3 7√3-5√3/4√3 2√3/4√3 final ans = 1/2

0 22-02-2016 23:24:00 +0000

gbenga Janet

izunna, please can you explain it

0 23-02-2016 00:17:00 +0000

Emmanuel Iwara(Tutor)

@Gbenga Janet . Surd has to do with two numbers, 0ne that has exact square root and the other that do not have.Simplifying (√147-√75) / √48 follow same rule . √147 = the square root of( 49 x 3), √75 = the square root of (25 x 3) and √48 = the square root of (16 x 3).Therefore (√147-√75) / √48 = [the square root of( 49 x 3) -the square root of (25 x 3)] / the square root of (16 x 3) = Knowing the square root of 25, 49,and 16 will bring the working solution to 7( the square root of 3) -5(the square root of 3) / 4(the square root of 3) = 7-5(the square root of 3) / 4( the square root of 3) = 2(the square root of 3) / 4(the square root of 3), cancelling the square root of 3 out, we have 2/4 = 1/2.

0 08-03-2016 12:14:00 +0000

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