12th STD MATHS Ex.3.1(9) If p and q are the roots of Equation lx^2+nx+n=0, S.T.√p/q,+√q/p+√n/l= 0

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12TH MATHS EXERCISE 3.1 Q.NO-9 #IF p AND q ARE THE ROOTS OF THE EQUATION lx^2+nx+n=0 SHOW THAT ..... 12TH MATHS EXERCISE 3.1 Q.NO-9 #IF p AND q ARE THE ROOTS OF THE EQUATION lx^2+nx+n=0 SHOW THAT .....
If the roots of lx^2+nx+n = 0 are in ratio p:q then prove that root(p/q)+ root(q/p)+ root (n/l) = 0 If the roots of lx^2+nx+n = 0 are in ratio p:q then prove that root(p/q)+ root(q/p)+ root (n/l) = 0
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12th maths chapter 3 exercise 3.1 question 9 TN syllabus hiba maths 12th maths chapter 3 exercise 3.1 question 9 TN syllabus hiba maths
12th Std Maths Ex.3.1(10) IF THE EQUATION x^2+px+q=0 and x^2+p 12th Std Maths Ex.3.1(10) IF THE EQUATION x^2+px+q=0 and x^2+p'x+q'=0 have a common root, ST it mus
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Class: 12 If p & q are the roots of the equation lx² +nx+n = 0, Show that √p/q + √q/p + √n/l = 0 Class: 12 If p & q are the roots of the equation lx² +nx+n = 0, Show that √p/q + √q/p + √n/l = 0