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Ready4	<p>p> <p>p><p>A youth group will select 1 of 6 eligible members to attend a summer conference and 2 of 9 eligible members to attend a winter conference. If none of the members is eligible to attend both conferences, how many different sets of 3 members are there to attend the two conferences?p>
Ready4	<p>p> <p>p><p>A hotel manager will select 1 of 10 eligible families to receive a free night’s stay and 2 of 15 eligible families to receive a free dinner in the hotel’s restaurant. If none of the families is eligible to receive both free services, how many different ways are are there of selecting 3 families to receive a free service?p>
Ready4	<p>p> <p>p><p>A company will select 1 of 8 eligible employees to work its second shift and 2 of 12 eligible employees to work its third shift. If none of the employees is eligible to work both shifts, how many different sets of 3 employees are there to work these shifts?p>
Ready4	<p>How many even numbers in the range between $10$ and $100$ , inclusive, are not divisible by $3$ ?p>
Ready4	<p>What is the number of integers that are not divisible by 7 in the range of integers from 3 to 500?p>
Ready4	<p>When $\frac{1}{10} %$ of 10,000 is added to $\frac{1}{10}$ of 10,000, the result isp>
Ready4	<p>If x is the smallest positive integer such that 485,100 divided by x is twice the square of an integer, then x must bep>
Ready4	<p>p> <p>In the chart shown, which of the following is closest to the median monthly number of customers acquired by Company X?p>
Ready4	<p>An animal that dives into a pool of water is at a depth of x, in feet, after t seconds, where $x = - 4 {(t - 2)}^{2} + 16$ . At what depth, in feet, is the animal 0.5 seconds after it reaches its greatest depth?p>
Ready4	<p>Sixty-four percent of the members of a study group are aged 30 or older, and 12.5 percent of those individuals aged 30 or older are teachers. If one member of the study group is to be selected at random, what is the probability that the member selected is a teacher aged 30 or older?p>
Ready4	<p>Running at the same constant rate, 6 identical machines can produce a total of 33 widgets per hour. At this rate, how many widgets could 14 such machines produce in 3 hours?p>
Ready4	<p>In a town, 25 percent of the population are miners by profession, and 16 percent of the population are employed miners. What percent of the miners in the town are not employed?p>
Ready4	<p>At his regular hourly rate, Ed estimated the cost of a research task to be $528 and he was paid that amount. However, the job took 8 hours less time than he had estimated and, consequently, he earned $11 per hour more than his regular hourly rate. What was the time Ed took to complete the task, in hours?p>
Ready4	<p>If the operation $\oplus$ is defined by $x \oplus y = y \sqrt{x}$ for all positive numbers x and y, then $9 \oplus (16 \oplus 25) =$ p>
Ready4	<p>A group of friends on a hike split up into smaller groups. When they formed groups of three, one person was left out. When they formed groups of four, two people were left out. When they formed groups of six, four people were left out. If the group contains at least a dozen people, what is the smallest possible number of people in the group?p>
Ready4	<p>Arthur takes 7 days to lay a 10,000 square foot warehouse floor with tile. Working together from opposite ends, Arthur and John can complete the same project in 5 days. How many days would it take John to finish the same project working alone?p>
Ready4	<p>If 5 is one solution of the equation $x^{2} + 4 x + m = 5$ , where m is a constant, what is the other solution?p>
Ready4	<p>A game is played with a deck of cards all numbered with either 2, 3, 5, or 7 spots. The point value of a card is its number of spots, unless it is a red card, in which case the point value of the card is 13. In one instance, eleven cards are drawn from the container. If the product of the point values of the removed cards is 5,733,000, how many black 7-spot cards were drawn?p>
Ready4	<p>Within a legislative body, the ratio of the number of women to the number of men was $\frac{3}{5}$ After 20 women and 10 men were added to the body, the ratio of the number of women to the number ofmen was $\frac{7}{10}$ . After these additions, how many more members of the legislative body were men than women?p>
Ready4	<p>If $<font color='#FE8080'>p</font>=5^6-2^6$ , which of the following is NOT a factor of $<font color='#FE8080'>p</font>$ ?p>