|
Magoosh
|
In 2003, the number of girls attending Jefferson High School was equal to the number of boys. In 2004, the population of girls and the population of boys both increased by 20 percent. Which of the following could be the total student population at Jefferson High School in 2004?
|
|
Magoosh
|
If $$\frac{1}{x} + \frac{1}{3} + \frac{1}{4} = 1$$, then x =
|
|
Magoosh
|
In the diagram above, AB = 10 is the diameter of the circle, and AC = 6. Given that point C is inside the circle, which could be the length of BC?I. 7II. 8III. 9
|
|
Magoosh
|
In the Antares Corporation,$$\frac{ 3}{7}$$ of the managers are female. If there are 42 female managers, how many managers in total are there?
|
|
Magoosh
|
In how many ways can Ann, Bob, Chuck, Don and Ed be seated in a row such that Ann and Bob are not seated next to each other?
|
|
Magoosh
|
The sum of all the digits of the integers from 18 to 21 inclusive is 24 (1+8 + 1+9 + 2+0 + 2+1 = 24). What is the sum of all the digits of the integers from 0 to 99 inclusive?
|
|
Magoosh
|
To reach her destination, Jeanette must drive 90 miles. If she drives 5 miles every 7 minutes, how much time will it take her to reach her destination?
|
|
Magoosh
|
A certain essay consists of 15 paragraphs. Each paragraph contains at least 110 words but not more than 120 words. Which of the following could be the total number of words in the essay?
|
|
Magoosh
|
Region R is a square in the x-y plane with vertices J = (–1, –2), K = (–1, 4), L = (5, 4), and M = (5, –2). What is the probability that a randomly selected point in region R lies below the line 3x – 5y = 10?
|
|
Magoosh
|
On a certain high school athletic team, the ratio of freshmen to sophomores to juniors to seniors is 1:3:4:6. If there are 60 juniors on the team, how many students in total are on the team?
|
|
Magoosh
|
In the diagram, ∠L = ∠M = 90°, KL = 4, LM = 8, MN = 10, and JN = JK = 13. What is the area of JKLMN?
|
|
Magoosh
|
If $$\frac{3x}{2} = y$$, and 2 - 3y = y + 2, then x =
|
|
Magoosh
|
At a certain store, one can buy 6 cans of juice for $8. How many cans of this same juice could one buy with $48?
|
|
Magoosh
|
In a certain game, you perform three tasks. You flip a quarter, and success would be heads. You roll a single die, and success would be a six. You pick a card from a full playing-card deck, and success would be picking a spades card. If exactly one of these three tasks is successful, then you win the game. What is the probability of winning the game?
|
|
Magoosh
|
In the grid of points above, each point has equal vertical & horizontal spacing from the others. A small 45-45-90 triangle is drawn. Counting this triangle, how many triangles congruent to this one, of any orientation, can be constructed from points in this grid?
|
|
Magoosh
|
x and y are positive integers such that x < y. If$$6\sqrt{6} =x\sqrt{y}$$ , then xy could equal
|
|
Magoosh
|
Which of the following equations is true for all positive values of x and y?
|
|
Magoosh
|
How many four digit numbers have no repeat digits, do not contain zero, and have a sum of digits equal to 28?
|
|
Magoosh
|
If $$6^{A} = 2, 6^{B} = 5, and 6^{Q} = 15$$, then express Q in terms of A and/or B.
|
|
Magoosh
|
Sarah invested $38,700 in an account that paid 6.2% annual interest, compounding monthly. She left the money in this account, collecting interest for three full years. Approximately how much interest did she earn in the last month of this period?
|