Search found 2370 matches
One red bottle and five blue bottles are to be arranged in a straight line from left to right on a windowsill. How many
Problem Solving
One red bottle and five blue bottles are to be arranged in a straight line from left to right on a windowsill. How many
One red bottle and five blue bottles are to be arranged in a straight line from left to right on a windowsill. How many different, unique arrangements are possible?
A. \(6\)
B. \(12\)
C. \(30\)
D. \(60\)
E. \(120\)
The OA is A
- by BTGmoderatorLU
Thu May 08, 2025 6:13 pm- Forum: Problem Solving
- Topic: One red bottle and five blue bottles are to be arranged in a straight line from left to right on a windowsill. How many
- Replies: 0
- Views: 341
When cleaning her house, Carlotta discovered an old box of candles and figurines, each of which is unique. She wants to
Data Sufficiency
When cleaning her house, Carlotta discovered an old box of candles and figurines, each of which is unique. She wants to
When cleaning her house, Carlotta discovered an old box of candles and figurines, each of which is unique. She wants to display the items on a shelf. How many different ways can she place the items in a row on the shelf if she alternates between candles and figurines? 1) If only the figurines were l...
- by BTGmoderatorLU
Thu May 08, 2025 6:03 pm- Forum: Data Sufficiency
- Topic: When cleaning her house, Carlotta discovered an old box of candles and figurines, each of which is unique. She wants to
- Replies: 0
- Views: 16
How many \(3\)-digits numbers satisfy the following conditions: The first digit is different from zero and all digits
Problem Solving
How many \(3\)-digits numbers satisfy the following conditions: The first digit is different from zero and all digits
How many \(3\)-digit numbers satisfy the following conditions: The first digit is different from zero, and all digits are different from each other?
A. \(504\)
B. \(576\)
C. \(648\)
D. \(672\)
E. \(810\)
The OA is C
- by BTGmoderatorLU
Thu May 08, 2025 5:43 pm- Forum: Problem Solving
- Topic: How many \(3\)-digits numbers satisfy the following conditions: The first digit is different from zero and all digits
- Replies: 0
- Views: 32
A salesperson gets a \(15\%\) commission on each sale he makes. How many sales of \(\$270\) each must he make in order
Problem Solving
A salesperson gets a \(15\%\) commission on each sale he makes. How many sales of \(\$270\) each must he make in order
A salesperson gets a \(15\%\) commission on each sale he makes. How many sales of \(\$270\) each must he make in order to reach a salary of at least \(\$1000?\)
A. \(15\)
B. \(24\)
C. \(25\)
D. \(26\)
E. \(52\)
The OA is C
- by BTGmoderatorLU
Thu May 01, 2025 5:20 am- Forum: Problem Solving
- Topic: A salesperson gets a \(15\%\) commission on each sale he makes. How many sales of \(\$270\) each must he make in order
- Replies: 0
- Views: 489
The temperature of a place at noon on a certain day is \(25\%\) higher than the temperature of the same place at
Data Sufficiency
The temperature of a place at noon on a certain day is \(25\%\) higher than the temperature of the same place at
The temperature of a place at noon on a certain day is \(25\%\) higher than the temperature of the same place at midnight on the same day. What is the temperature of the place at midnight? 1) The temperature of the place at midnight is \(20\%\) lower than the temperature of the same place at noon 2)...
- by BTGmoderatorLU
Thu May 01, 2025 4:56 am- Forum: Data Sufficiency
- Topic: The temperature of a place at noon on a certain day is \(25\%\) higher than the temperature of the same place at
- Replies: 0
- Views: 171
A person who has a certain amount with him goes to market. He can buy \(50\) oranges or \(40\) mangoes. He retains
Problem Solving
A person who has a certain amount with him goes to market. He can buy \(50\) oranges or \(40\) mangoes. He retains
A person who has a certain amount with him goes to market. He can buy \(50\) oranges or \(40\) mangoes. He retains \(10\%\) of the amount for taxi fares and buys \(20\) mangoes and of the balance he purchases oranges. Number of oranges he can purchase is A. \(10\) B. \(15\) C. \(20\) D. \(25\) E. \(...
- by BTGmoderatorLU
Thu May 01, 2025 4:43 am- Forum: Problem Solving
- Topic: A person who has a certain amount with him goes to market. He can buy \(50\) oranges or \(40\) mangoes. He retains
- Replies: 0
- Views: 54
If Hollis’s gross hourly pay is increased by \(\$2\) per hour, how many fewer hours per week could Hollis work to earn
Data Sufficiency
If Hollis’s gross hourly pay is increased by \(\$2\) per hour, how many fewer hours per week could Hollis work to earn
If Hollis’s gross hourly pay is increased by \(\$2\) per hour, how many fewer hours per week could Hollis work to earn the same gross weekly pay that she currently receives for working \(40\) hours per week? 1) A pay increase of \(\$2\) per hour will result in a new gross hourly pay that is \(10/9\)...
- by BTGmoderatorLU
Wed Apr 23, 2025 3:36 pm- Forum: Data Sufficiency
- Topic: If Hollis’s gross hourly pay is increased by \(\$2\) per hour, how many fewer hours per week could Hollis work to earn
- Replies: 0
- Views: 283
Marie earned \(\$0.75\) for every mile she walked in a charity walkathon. If she earned a total of \(\$18.00\) at that
Problem Solving
Marie earned \(\$0.75\) for every mile she walked in a charity walkathon. If she earned a total of \(\$18.00\) at that
Marie earned \(\$0.75\) for every mile she walked in a charity walkathon. If she earned a total of \(\$18.00\) at that rate, how many miles did she walk?
A. \(13.5\)
B. \(17.5\)
C. \(21\)
D. \(22.5\)
E. \(24\)
The OA is E
- by BTGmoderatorLU
Wed Apr 23, 2025 3:27 pm- Forum: Problem Solving
- Topic: Marie earned \(\$0.75\) for every mile she walked in a charity walkathon. If she earned a total of \(\$18.00\) at that
- Replies: 0
- Views: 182
In a park, there are owners accompanied with atleast one pet dog. Total head count of dogs and owners is \(90\) and
Problem Solving
In a park, there are owners accompanied with atleast one pet dog. Total head count of dogs and owners is \(90\) and
In a park, there are owners accompanied with atleast one pet dog. Total head count of dogs and owners is \(90\) and there total leg count is \(270.\) How many owners and dogs are there in the park? A. \(21\) Owners, \(69\) Dogs B. \(30\) Owners, \(60\) Dogs C. \(33\) Owners, \(54\) Dogs D. \(39\) Ow...
- by BTGmoderatorLU
Wed Apr 23, 2025 3:03 pm- Forum: Problem Solving
- Topic: In a park, there are owners accompanied with atleast one pet dog. Total head count of dogs and owners is \(90\) and
- Replies: 0
- Views: 148
Is the slope of Line \(L > 0?\)
Is the slope of Line \(L > 0?\)
1. Line \(L\) does NOT pass through Quandrant III
2. Line \(L\) has positive \(Y\)-intercept
The OA is A
- by BTGmoderatorLU
Fri Apr 11, 2025 5:37 am- Forum: Data Sufficiency
- Topic: Is the slope of Line \(L > 0?\)
- Replies: 0
- Views: 1810
A triangle \(ABC\) has area \(32\) sq units and its side \(BC,\) of length \(8\) units, lies on the line \(x = 4.\) Then
Problem Solving
A triangle \(ABC\) has area \(32\) sq units and its side \(BC,\) of length \(8\) units, lies on the line \(x = 4.\) Then
A triangle \(ABC\) has area \(32\) sq units and its side \(BC,\) of length \(8\) units, lies on the line \(x = 4.\) Then the shortest possible distance between \(A\) and the point \((0,0)\) is
A. \(2\)
B. \(2\sqrt{2}\)
C. \(4\)
D. \(4\sqrt{2}\)
E. \(6\)
The OA is C
- by BTGmoderatorLU
Fri Apr 11, 2025 5:12 am- Forum: Problem Solving
- Topic: A triangle \(ABC\) has area \(32\) sq units and its side \(BC,\) of length \(8\) units, lies on the line \(x = 4.\) Then
- Replies: 0
- Views: 392
Line \(L\) passes through the points \(A\) and \(B\) having coordinates \((p,q)\) and \((r,s),\) respectively. Is the
Data Sufficiency
Line \(L\) passes through the points \(A\) and \(B\) having coordinates \((p,q)\) and \((r,s),\) respectively. Is the
Line \(L\) passes through the points \(A\) and \(B\) having coordinates \((p,q)\) and \((r,s),\) respectively. Is the slope of Line \(L\) positive?
1. \(p < 0\) and \(q < 0\)
2. \(r > 0\) and \(s < 0\)
The OA is E
- by BTGmoderatorLU
Fri Apr 11, 2025 4:59 am- Forum: Data Sufficiency
- Topic: Line \(L\) passes through the points \(A\) and \(B\) having coordinates \((p,q)\) and \((r,s),\) respectively. Is the
- Replies: 0
- Views: 487
Perpendicular lines \(m\) and \(n\) intersect at point \((a, b),\) where \(a > b > 0.\) The slope of line \(m\) is
Problem Solving
Perpendicular lines \(m\) and \(n\) intersect at point \((a, b),\) where \(a > b > 0.\) The slope of line \(m\) is
Perpendicular lines \(m\) and \(n\) intersect at point \((a, b),\) where \(a > b > 0.\) The slope of line \(m\) is between \(0\) and \(1.\) Which of the following statements MUST be true? I. The \(x\)-intercept of line \(n\) is positive II. The product of the \(x\) and \(y\)-intercepts of line \(m\)...
- by BTGmoderatorLU
Fri Apr 11, 2025 4:51 am- Forum: Problem Solving
- Topic: Perpendicular lines \(m\) and \(n\) intersect at point \((a, b),\) where \(a > b > 0.\) The slope of line \(m\) is
- Replies: 0
- Views: 312
In an \(xy\)-coordinate system, which point lies in the interior of a circle with center \((0,0)\) and radius \(3?\)
Problem Solving
In an \(xy\)-coordinate system, which point lies in the interior of a circle with center \((0,0)\) and radius \(3?\)
In an \(xy\)-coordinate system, which point lies in the interior of a circle with center \((0,0)\) and radius \(3?\)
A. \((1, −3)\)
B. \((−1, −2)\)
C. \((−3,1)\)
D. \((0,3)\)
E. \((3,3)\)
The OA is B
- by BTGmoderatorLU
Sat Apr 05, 2025 5:36 am- Forum: Problem Solving
- Topic: In an \(xy\)-coordinate system, which point lies in the interior of a circle with center \((0,0)\) and radius \(3?\)
- Replies: 0
- Views: 341
In the \(xy\)-plane, the circle \(C\) centered at the origin \(O\) is intersected by a line \(l\) at two points \(A\)
Data Sufficiency
In the \(xy\)-plane, the circle \(C\) centered at the origin \(O\) is intersected by a line \(l\) at two points \(A\)
In the \(xy\)-plane, the circle \(C\) centered at the origin \(O\) is intersected by a line \(l\) at two points \(A\) and \(B.\) A line from \(O\) is drawn to \(AB\) intersecting \(AB\) at point \(D,\) such that the product of the slopes of \(OD\) and \(AB\) is \(-1.\) If the line \(l\) does not pas...
- by BTGmoderatorLU
Sat Apr 05, 2025 5:28 am- Forum: Data Sufficiency
- Topic: In the \(xy\)-plane, the circle \(C\) centered at the origin \(O\) is intersected by a line \(l\) at two points \(A\)
- Replies: 0
- Views: 451