SOLUTION: x^2+{sqrt(5x)}+1=0 3t^2+11=2{sqrt(33t)} Thank you:)

Question 195608: x^2+{sqrt(5x)}+1=0
3t^2+11=2{sqrt(33t)}
Thank you:)
Answer by arallie(162) (Show Source): You can put this solution on YOUR website!

Complex roots:
Root 1: 0.344-0.625 * i
Root 2: 0.344+0.625 * i
Root 3: -0.344+1.359 * i
Root 4: -0.344-1.359 * i

Complex roots:
Root 1: 0.928-0.76 * i
Root 2: 0.928+0.76 * i
Root 3: -0.928+2.912 * i
Root 4: -0.928-2.912 * i

RELATED QUESTIONS
Sqrt(5x+1)=Sqrt(x-2)... (answered by jim_thompson5910)

rationalizethe follow sqrt 11 _______ sqrt 2 thank... (answered by Fombitz)

Please explain how to solve Sqrt 5x+1-4 = 0. I get the following; sqrt 5x+1-4=0... (answered by ikleyn,MathTherapy)

Solve for x: sqrt{{{(x-1)= 2/sqrt(x-1)}}} Please show all steps. Thank... (answered by mananth)

3+ sqrt (x^2-8x)=0 Thank... (answered by algebrapro18)

33t^2+7t-10 (answered by lynnlo)

how can u solve this 1.) 2 (sqrt of x+4) = 5 2.) 3t (sqrt of x-1) =... (answered by mananth,ReadingBoosters)

I need to simpfifly radical expressions(no calculator) 1. 2sqrt(75) + sqrt(108)... (answered by ankor@dixie-net.com)

Tutors Thank you Solve 1n sqrt sign... (answered by jim_thompson5910,stanbon)