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Ready4	The figure above indicates the Quadrant labels for a rectangular coordinate system. In which two quadrants does the equation $y=\frac{s}{x}$ lie if $s < 0$ ?
Ready4	The figure above indicates the Quadrant labels for a rectangular coordinate system. In which two quadrants does the equation $xy=n$ lie if $n > 0$ ?
Ready4	Which of the following equations represents the line $l$ shown in the figure above?
Ready4	Which of the following equations represents the line $P$ shown in the figure above?
Ready4	One pocket of a backpack contains only pencils, pens, and highlighters. If a writing utensil is selected at random from this pocket, what is the probability that the chosen writing utensil is either a pen or a highlighter? (1) The probability of choosing a highlighter is $\frac{1}{8}$ . (2) The probability of choosing a pencil is $\frac{1}{5}$
Ready4	Which of the following equations represents the line $l$ shown in the figure above?
Ready4	In a rectangular coordinate system, point $R$ lies on the $y$ -axis and has coordinates $(0,6)$ . If point $S$ lies on the negative $x$ -axis and the area of the triangle formed by connecting the origin, $R$ , and $S$ is $24$ , what is the $x$ -coordinate of $S$ ?
Ready4	In a rectangular coordinate system, point $Q$ lies on the $x$ -axis and has coordinates $(10,0)$ . If point $S$ lies on the positive $y$ -axis and the area of the triangle formed by connecting the origin, $Q$ , and $P$ is $15$ , what is the $y$ -coordinate of $P$ ?
Ready4	In a rectangular coordinate system, point $A$ lies on the $x$ -axis and has coordinates $(4,0)$ . If point $B$ lies on the negative $y$ -axis and the area of the triangle formed by connecting the origin, $A$ , and $B$ is $12$ , what is the $y$ -coordinate of $B$ ?
Ready4	In a rectangular coordinate system, point $R$ lies on the $x$ -axis and has coordinates $(6,0)$ . If point $S$ lies on the positive $y$ -axis and the area of the triangle formed by connecting the origin, $R$ , and $S$ is $18$ , what is the $y$ -coordinate of $S$ ?
Ready4	$\lfloor n \rfloor$ denotes the greatest integer less than or equal to $n$ . Is $p < 0$ ? (1) $p=\lfloor n \rfloor - n$ (2) $\lfloor p \rfloor = 0$
Ready4	A rectangular quilt is shown above. The width of the quilt is $10$ feet and the quilt's border has uniform width. What are the dimensions of the quilt? (1) The area of the border is $72$ square feet. (2) The perimeter of the inner rectangle is $28$ feet.
Ready4	What is the area of rectangle $S$ ? (1) Each diagonal of $S$ has length $17$ . (2) The perimeter of $S$ is $46$ .
Ready4	What is the value of $q^2-r^2$ ? (1) $q=r+2$ (2) $(q-r)(q-r)=4$
Ready4	$\lceil z \rceil$ denotes the least integer greater than or equal to $z$ . Is $d < 0$ ? (1) $\lceil d \rceil = 0$ (2) $d=z-\lceil z \rceil$
Ready4	In the $xy$ -plane shown, the shaded region consists of all points that lie above the graph of $y=x^2+8x$ and below the $x$ -axis. Does the point $(s,t)$ (not shown) lie in the shaded region if $t < 0$ ? (1) $t=s^2+8s$ (2) $-8 < s < 0$
Ready4	What is the number of $360^{\circ}$ rotations that a scooter wheel made while rolling $50$ meters in a straight line without slipping? (1) The diameter of the scooter wheel is $100$ millimeters. (2) The area of the wheel is $2500\pi$ square millimeters.
Ready4	In $\Delta MNO$ , what is the length of $\overline {MN}$ ? (1) The length of $\overline {MO}$ is $10$ and the length of $\overline {NO}$ is $8$ . (2) $\Delta MNO$ is a right triangle and $\overline {MN}$ is the hypotenuse.
Ready4	Hose $X$ runs at a constant rate and can fill a pool in 10 hours. Hose $Y$ also runs at a constant rate. How much time would it take to fill the pool if both Hoses $X$ and $Y$ were run simultaneously? (1) Hose $X$ fills the pool 1.5 times faster than Hose $Y$ . (2) In 10 hours, Hose $Y$ has more than half the pool filled.
Ready4	In the $xy$ -plane shown, the shaded region consists of all points that lie below the graph of $y=6x-x^2$ and above the $x$ -axis. Does the point $(h,k)$ (not shown) lie in the shaded region if $k > 0$ ? (1) $h=3$ (2) $k > 6h-h^2$