Quantitative Aptitude Quiz For SIDBI Grade A Prelims 2022- 17th March

Directions (1-15): Given below in each question two quadratic equations are given. Please solve each quantity and compare both of them and answer accordingly.

Q1. I. x²-2x-35=0
II. y²+13y+42=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q2. I. 2x²-11x+15=0
II. y²-14y+48=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q3. I. x²+5x-24=0
y²+16y+64=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q4. I. 4x²-19x-30=0
II. 2y²-19y+45=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q5. I. 2x²+11x+14=0
II. 2y²+7y+6=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q6. I. x²-16x+55=0
II. y²-9y-70=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q7. I. 2x²-9x-26=0
II. y²-15y+56=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q8. I. 3x²+19x+20=0
II. y²+12y+35=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q9. I. 2x²-13x+18=0
II. y²-2y+1=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q10. I. 3x²-x-10=0
II. 2y²+3y-20=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q11. I. x²+10x+24=0
II. y²+23y+112=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q12. I. 2x²-19x+24=0
II. 2y²-15y-8=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q13. I. x²-2x-8=0
II. y²-15y+44=0
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Q14. I. y²+63=319
II. x=√39+217
(a)I> II
(b)II> I
(c)I ≥II
(d) I ≤II
(e) I =II or No relation can be established.

Solutions