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xcet may

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Published: 29 Jul 2018 › Updated: 29 Jul 2018xcet may

xcet may

a) E = { x/ x is an even integer less than 10 }
(b) E = { x/ x is an even positive integer less than 10 }
(c) E = { x / x is positive integer, x< 10 and x is a multiple of 2}
(2) F = { 3, 6,9, 12, 15 , …}
(a) F = {x/ x is appositive integer that is divisible by 3}
(b) F = {x/x is a multiple of 3}
(c) F = {x/x is a natural number that is divisible by 3}

  1. A = {x/x2 + x – 6 } and B = { -3,2}. Is A = B?
  2. A = {x/x is prime number which is less than 10} and B = {x/x2 – 8x + 15 = 0}
    (a) Is A = B (b) Is B⊂ A?
  3. P = {x/x is an integer and -1 < x<3/5 }and Q = {x/x3 -3x2 + 2x = 0} . Is P = Q?
    6.L= {(x,y)/ x and y are positive integers and x + y = 7}.Write L by listing its elements.

Exercise 1.2
1.Draw the following intervals.
(a) {x/x > 2} (b) {x/x ≥ 3} (c) {x/x x ≤ -1} (d) {x/x>-1}
(e){x/-2≤ x≤ 2} (f) {x/0≤x≤ 5} (g) {x/x≤0 or x.2}

  1. Draw a graph to show the solution set of each of the following.
    (a) x-1<4 (b) x-1≤ 0 (c) 2x≤5 (d) 2x-1>7
    (e) 5-x≥1 (f) 1/3(x-1)<1

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