solve for x: 8x^2-8√2x+4
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heya,..☺
8x^2-8√2x+4=0
=)4(2x^2+2√2x+1)
=)【2x+2√2x+1】=0
=)now by using quadratic formulae
.roots =-2√2+-√8-4*2*4/2*2√2
roots=-2√2-+√-24/4√2
but when we finding the roots we saw that Discriminant is in negative form ,so it has no real roots .
hope it help you
@rajukumar☺
8x^2-8√2x+4=0
=)4(2x^2+2√2x+1)
=)【2x+2√2x+1】=0
=)now by using quadratic formulae
.roots =-2√2+-√8-4*2*4/2*2√2
roots=-2√2-+√-24/4√2
but when we finding the roots we saw that Discriminant is in negative form ,so it has no real roots .
hope it help you
@rajukumar☺
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