3/(√2 + √3)
multiplique pelo conjugado
3*(√2 - √3)/(√2 - √3)*(√2 + √3) =
(3√2 - 3√3)/(2 - 3) = 3*(√3 - √2)
pronto
3/r2+r5 > 3/r2+r5 x r2-r5/r2-r5 > 3r2-3r5/2-5 > 3(r2-r5)/-3 > -r2+r5
3:(V2+5)=
3(V2-V5):[(V2+V5)(V2-V5)]=
3(V2-V5):[(V2)²-(V5)²]=
3(V2-V5):[2-5]=
3(V2-V5):[-3]=
-(V2-V5)=
V5-V2
vamos la
3/(V2-V5) x (V2+V5)/(V2+V5) = 3(V2+V5)/(2-5)
3(V2+V5)/-3 = -(V2+V5) okkkkkk
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Verified answer
3/(√2 + √3)
multiplique pelo conjugado
3*(√2 - √3)/(√2 - √3)*(√2 + √3) =
(3√2 - 3√3)/(2 - 3) = 3*(√3 - √2)
pronto
3/r2+r5 > 3/r2+r5 x r2-r5/r2-r5 > 3r2-3r5/2-5 > 3(r2-r5)/-3 > -r2+r5
3:(V2+5)=
3(V2-V5):[(V2+V5)(V2-V5)]=
3(V2-V5):[(V2)²-(V5)²]=
3(V2-V5):[2-5]=
3(V2-V5):[-3]=
-(V2-V5)=
V5-V2
vamos la
3/(V2-V5) x (V2+V5)/(V2+V5) = 3(V2+V5)/(2-5)
3(V2+V5)/-3 = -(V2+V5) okkkkkk