1.find the range of acceptable values of temperature. (refer to question no. 4)
A. 92 ≤ t ≤ 98 C. 92 > t > 98
B. 92 < t < 98 D. 92 ≥ t ≥ 98
2.What property of inequality is illustrated in
|x|-4>5, and 4 is added to both sides of the equation?
A. Addition C. Multiplication
B. Division D. Subtraction
3.What are the values of x in |2x - 4| > 4?
A. 0 > x > 4 C. 0 > x > 8
B. 0 < x < 6 D. 0 > x > 10
4.How do you describe |x| < 12?
A. Empty circle from 12 to the left of the number line till infinity
B. Empty circle from -12 to the right and empty circle from 12 to the left
C. 12 units to left and twelve units to the right from zero of the
D. number line 12 units to the right from 1 of the number line.
5.The solution of the absolute value of three more than xis greater than two.
A. -1 > x > 5 C. -5 < x < -1
B. -1 < x < - 5 D. -2 > x > 5
6.Identify what property of equality is used if
|2x| ≤ 6then, x≤ 3 and x ≥ -3.
A. addition C. multiplication
B. division D. subtraction
7.What are the property/properties of equality illustrated if |⅔x| ≥ 4 then x ≥ 6 and x ≥ -6.
A. addition and subtraction
B. multiplication
C. multiplication and division
D. division only
8.Find the solution of |3x+2| < 11
A. x > -¹³/3, x < 3
B.x > - 3,x < 13
C. x < 5, x < -13
D. x > - 13, x > 5​