[Q1 to Q8 = 1 M /// Q9 to Q13=2M /// Q14 to Q 25 = 3 M /// Q26 and Q27 = 4M]
Marks : 62 Time : 2 hours
1. According to Euclid’s Division lemma , given two positive integers a and b
there exist unique
integers q and r
such that : (a) a=bq+r
, 0<r<b
(b) a=bq+r
, 0≤r<b
(c) a=bq+r , 0≤r≤b
(d) a=bq+r
, 0<r≤b
2. If the graph of the polynomial y=f(x) intersects X-axis at two points, then number of
zeroes of f(x) is : (a) 0 (b) 3 (c) 1 (d) 2
3. Under what condition will ax2+5x+7=0 be a quadratic equation ?
(a) a>0 (b) a<0
(c) a=0
(d) a≠0
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