Home
Class 12
MATHS
[" single Select Choice "],[[" Q."6," Le...

[" single Select Choice "],[[" Q."6," Let "x^(2)times6=Ax^(4)+Bx^(3)+Cx^(2)+Dx+E" .Then the value of "5A+4B+3C+2D+E],[," x "x6]],[" is equal to "]

Promotional Banner

Similar Questions

Explore conceptually related problems

Let |{:(x,2,x),(x^(2),x,6),(x,x,6):}|=Ax^(4)+Bx^(3)+Cx^(2)+Dx+E the value of 5A+4B+3C+2D+E is equal to

Let |{:(x,2,x),(x^(2),x,6),(x,x,6):}|=Ax^(4)+Bx^(3)+Cx^(2)+Dx+E the value of 5A+4B+3C+2D+E is equal to

Let |{:(x,2,x),(x^(2),x,6),(x,x,6):}|=Ax^(4)+Bx^(3)+Cx^(2)+Dx+E the value of 5A+4B+3C+2D+E is equal to

Let |{:(x,2,x),(x^(2),x,6),(x,x,6):}|=Ax^(4)+Bx^(3)+Cx^(2)+Dx+E the value of 5A+4B+3C+2D+E is equal to

Let |(x,2,x),(x^(2),x,6),(x,x,6)| = ax^(4) + bx^(3) + cx^(2) + dx + e Then, the value of 5a + 4b + 3c + 2d + e is equal to

Let |(x,2,x),(x^(2),x,6),(x,x,6)| = ax^(4) + bx^(3) + cx^(2) + dx + e Then, the value of 5a + 4b + 3c + 2d + e is equal to

Let |x2xx^2x6xx6|=A x^4+B x^3+C x^2+D x+Edot Then the value of 5A+4B+3C+2D+E is equal to a. zero b. -16 c. 11 d. 11

Let |(x,2,x),(x^2,x,6),(x,x,6)|=A x^4+B x^3+C x^2+D x+Edot Then the value of 5A+4B+3C+2D+E is equal to a. zero b. -16 c. 11 d. -11

Let |(x,2,x),(x^2,x,6),(x,x,6)|=A x^4+B x^3+C x^2+D x+Edot Then the value of 5A+4B+3C+2D+E is equal to a. zero b. -16 c. 11 d. -11