Quadratic Equations

x^2+14x+24 =0y^2+18x+65 =0X>YXX≥YX≤YX=Y or no relationOption E I. x^2+12x+2x+24 =0x= -12, -2II. x^2+13x+5x+65 =0x= -13, -5 I. 2x^2+23x++65 =0II. 3x^2+25x+50=0X>YXX≥YX≤YX=Y ...

x^2+14x+24 =0y^2+18x+65 =0X>YXX≥YX≤YX=Y or no relationOption E I. x^2+12x+2x+24 =0x= -12, -2II. x^2+13x+5x+65 =0x= -13, -5 I. 2x^2+23x++65 =0II. 3x^2+25x+50=0X>YXX≥YX≤YX=Y ...

I. x^2+15x+56=0II. y^2+9y+14=0x>yxx≥yx≤y x=y or no relationOption D I. x^2+8x+7x+56=0x=-8, -7II. y^2+7y+2y+14=0y=-7, -2 I. x^2+2x-48=0II. y^2-9y+20=0x>yxx≥yx≤y x=y or no relationOption ...

I. x^2 - 8x + 12 = 0II. 2y^2 + 7y + 5 = 0X ≥ YX ≤ YX > ...

I. x^2 - 13x - 198 = 0II. y^2 - 21y + 108 = 0X > YX < YX ≤ ...

x^2-4x+4=0y^2-9y+18=0x>yx< yX≥Yx≤yX=Y or no relationOption B 1. x^2-4x+4=0 x^2-2x-2x+4=0 x=2,22. y^2-9y+18=0 y^2-6y-3y+18=0y=6,3 x^2-x-12=0y^2-y-6=0x>yx< yX≥YX≤YX=Y or no relationOption E 1. x^2-x-12=0x^2-4x+3x-12=0x=4,-32 ...

a)p^2 -30p + 216 = 0b)q^2 - 23q + 132 =0 p>q p p is less than or equal to ...

a)x^2 - 18x +72=0b)3y^2 +7y + 4 =0 x>y x x is less than or equal to y x is ...

a)(x-3) (x+2)=0b)y^2 -7y +12=0 x>y x x is less than or equal to y x is greater than or equal ...

a)4/√x +2/√x = √xb)8/√y + 6/√y =√y x>y x x ≥y x≤y x=y or relation cannot be established Option B ...

In each of these questions, two equations (a) and (b) are given. You have to solve both the equations and ...

35m2+16m-3=010n2+136n-56=0m<nmnm>=n the relation cannot be determinedOption E 35m2+16m-3=035m2 -5m+ 21m-3=05m(7m -1) + 3(7m -1)=0 (7m-1) ( 5m+3)=0m= 1/7 , -3/510n2+136n-56=010n2 ...

102-x-2=06y2+33y+15=0x<yxyx>=y the relation cannot be determinedOption E 10x2-x-2=010x2 - 5x+ 4x-2=05x(2x -1) + 2(2x -1)=0 (2x-1) ( 5x+2)=0x= 1/2 , ...

I) m2 – 3m – 28 = 0II) n2 – n – 72 = 0m=nCan’t be determinedOption E I) m2 ...

x3 – 4x2 + 3x = 0 7y3 – 23y2 + 6y = 0xxyx>=ynoneOption D x3 – 4x2 + 3x ...

I. x2 -4x -21 = 0 II. y2 = 64x=y Hence the relation cannot be determinedOption E x2 -4x -21 ...

I. 10x2+9x+2=0 II. 6y2- 27y-15=0x > yx ≥ yx < y x ≤ y x = y or Cannot be ...

Directions(1-10): Find the values of x and y, compare and choose a correct option. I.x^2 – 9x + 20 = ...

Directions(1-10): Find the values of x and y, compare their values and choose a correct option. (i) x² = 81 ...

Directions(1-10): Find the values of x and y and compare their values and choose a correct option. I.x^2 +36x + ...