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Ready4	In the figure above, if $P Q = x$ , is the area of triangle PQR equal to the area of PST? $P T = \sqrt{2} (P R)$ The triangle PST is isosceles.
Ready4	If AB is a diameter of the circle above, what is the area of the circle? $B D = 3$ $A C = \frac{2 \sqrt{3}}{3} B D$
Ready4	According to the chart shown, which of the following is closest to the difference between the mean and the median of the weekly book sales at C&M Bookstore for the 8 weeks indicated on the graph?
Ready4	In the figure above, what is the value of $v-y$ ?
Ready4	According to the chart shown, which of the following is closest to the median sale price of homes in Pemberley neighborhood this past year?
Ready4	The dots on the graph above indicate the Semester 1 math averages and Semester 1 science averages for 22 students at Busytown High School. How many students had a math average above 80 and a science average below 80?
Ready4	Is the triangle above a right triangle? (1) In an $xy$ -plane, $P$ has coordinates $(-2,-3)$ . (2) In an $xy$ -plane, $<font color='#FE8080'>Q</font>$ has coordinates $(4,-4)$ and $R$ has coordinates $(4,1)$ .
Ready4	In the figure above, what is the value of $x+y$ ? (1) $x=86$ (2) $\Delta MNO$ and $\Delta MPO$ are both isosceles triangles and $\angle PMO=32^{\circ}$
Ready4	The circle with center $P$ shown above is tangent to both axes. If the distance from $O$ to $P$ is equal to $n$ , what is the radius of the circle, in terms of $n$ ?
Ready4	The figure above shows $\Delta ABC$ inscribed in circle $O$ . The length of line segment $AC$ is $5$ and the measure of $\angle BCA$ is $40^\circ$ . What is the length of arc $AB$ ?
Ready4	In the rectangular coordinate system above, if $\Delta HIJ$ and $\Delta JKL$ have equal area, what are the coordinates of point $L$ ? (1) The coordinates of point $J$ are $(6,0)$ . (2) $\overline{JK}=2\overline{LK}$
Ready4	In the figure above, line segment $\overline{UT}$ has length $16$ , and rectangle $PQRU$ is a square. If the area of rectangular region $PQST$ is $225$ , what is the area of rectangular region $URST$ ?
Ready4	When the figure above is cut along the solid lines, folded along the dashed lines, and taped along the solid lines, the result is a model of a pyramid with a base that is a pentagon. What is the sum of the number of edges and the number of vertices of this pyramid?
Ready4	A stairway is formed by stacking even blocks next to and on top of each other. If the stairway depicted above is 5 blocks in length and 4 blocks in height, with a thin step at the beginning that does not require a block, and the stairway is only 1 block in width, how many blocks will be required to build such a stairway 20 blocks in length?
Ready4	The graph above represents three different main methods of exercise for members of Gym $X$ (running, lifting weights, or exercise classes) in 2000 and 2010. In 2010, the members who run as their main method of exercising represents what percentage of all members of Gym $X$ at the time? (1) The total number of members that weight lift as their main exercise decreased by 300 members from 2000 to 2010. (2) All members of Gym $X$ are represented in the graph for the relevant years.
Ready4	When the figure above is cut along the solid lines, folded along the dashed lines, and taped along the solid lines, the result is a model of a prism with a base that is a hexagon. What is the sum of the number of edges and the number of faces of this prism?
Ready4	In the table above, what is the least number of table entries that are needed to show the mileage between each town and each of the other six towns?
Ready4	The shaded portion of the rectangle shown above represents the area of a forest on a map. If the area of the forest is 30 square kilometers and $x=y+7$ , then $z$ equals
Ready4	In the figure shown, the triangle is inscribed in the semicircle. If the length of line segment $\overline{XY}$ is 5 and the length of line segment $\overline{YZ}$ is 12, then what is the length of arc $XYZ$ ?
Ready4	The circle graph above represents the total amount of tax money that Town $K$ received in 2016. Town $K$ then allocated its tax money to six different departments: $R$ , $S$ , $T$ , $U$ , $V$ , and $W$ . If the center of the circle graph is $O$ and residents paid a total of $8,600,000 in taxes to Town $K$ in 2016, how much of that money did department $S$ receive? (1) Department $U$ received $3,010,000, 5% more than double the percentage of Town $K$ 's tax money that Department $S$ received. (2) $v=32$