What was Jean's insurance premium in 1995 ?

(1) The ratio of Jean's insurance premium in 1995 to her insurance premium in 1994 was ~$\frac{6}{5}$~ .
(2) Jean's insurance premium in 1995 was 20 percent more than her insurance premium in 1994.

What is the number of members of Club X who are at least 35 years of age?

(1) Exactly ~$\frac{3}{4}$~ of the members of Club X are under 35 years of age.
(2) The 64 women in Club X constitute 40 percent of the club's membership.

In the rectangular coordinate system shown above, does the line k (not shown) intersect quadrant II ?

(1) The slope of k is ~$-\frac{1}{6}$~.
(2) The y-intercept of k is -6.

If m > 0 and n > 0, is ~$\frac{m+x}{n+x}> \frac{m}{n}$~ ?

(1) m < n
(2) x > 0

Is ~$\sqrt{\left ( x-3 \right )^{2}}$~ = 3 - x ？

(1) ~$x\neq 3$~
(2) ~$-x\left | x \right |$~>0

Is ~$\frac{1}{a-b}$~ < b - a ?

(1) a < b.
(2) 1 < ~$\left | a-b \right |$~.

In the figure above, segments PQ and PR are each parallel to one of the rectangular coordinate axes. What is the sum of the coordinates of point P ?

(1) The x-coordinate of point Q is -1.
(2) The y-coordinate of point R is 1.

Is ~$\left |x \right |> \left | y \right |$~ ?

(1) x² > y²
(2) x > y

In the figure above, what is the ratio ~$\frac{KN}{MN}$~ ?

(1) The perimeter of rectangle KLMN is 30 meters.
(2) The three small rectangles have the same dimensions.

In the figure above, if x and y are each less than 90 and PS∥QR is the length of segment PQ less than the length of segment SR ?

(1) x > y
(2) x + y > 90