Question 5: 5 Marks
If we simplify the expression and eliminate any negative exponent(s), we find that ab^(-3) x^(-2)b^(-2) is equal to c * x^4 * 1.
2. +4a^3b^11y
3. a^3b^11y
4. x + a^3b
5. x + a^3b
Question 6: 5 Marks
In interval notation, the set {x-2 < x < 5} U {x | -3 < x < 7} is expressed as [-2,5] U (-3,7), which is equal to 1. [-2,5] 2. (-3,5] 3. (-3,7) 4. [-2,7] 5. (-2,5]
Question 7: 5 Marks
Suppose A = {xER | x-3}, B = {xER | x < 5}, and C = {xER | -2 < x < 7}. Which of the following statements is/are true?
(a) A ∩ B = {xER | -3 < x < 5}
(b) A ∩ C = {xER | -2 < x < 7}
(c) B ∪ C = {xER | x < 7}
1. Only (a)
2. Only (b) and (c)
3. Only (a) and (c)
4. (a), (b), and (c)
5. Only (b)