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The two-digit positive integer \(s\) is the sum of the two-digit positive integers \(m\) and \(n.\) Is the units digit
Data Sufficiency
The two-digit positive integer \(s\) is the sum of the two-digit positive integers \(m\) and \(n.\) Is the units digit
The two-digit positive integer \(s\) is the sum of the two-digit positive integers \(m\) and \(n.\) Is the units digit of \(s\) less than the units digit of \(m?\) 1) The units digit of \(s\) is less than the units digit of \(n\) 2) The tens digit of \(s\) is not equal to the sum of the tens digits ...
- by AAPL
Thu Jan 16, 2025 8:24 am- Forum: Data Sufficiency
- Topic: The two-digit positive integer \(s\) is the sum of the two-digit positive integers \(m\) and \(n.\) Is the units digit
- Replies: 0
- Views: 8
If the sum of \(3\) consecutive integers is \(54,\) then what is the product of the smallest and largest of these
Problem Solving
If the sum of \(3\) consecutive integers is \(54,\) then what is the product of the smallest and largest of these
If the sum of \(3\) consecutive integers is \(54,\) then what is the product of the smallest and largest of these integers?
A. \(280\)
B. \(292\)
C. \(312\)
D. \(320\)
E. \(323\)
OA E
- by AAPL
Thu Jan 16, 2025 8:07 am- Forum: Problem Solving
- Topic: If the sum of \(3\) consecutive integers is \(54,\) then what is the product of the smallest and largest of these
- Replies: 0
- Views: 8
If \(P, Q\) and \(R\) are points on the number line, what is the distance between \(Q\) and \(R?\)
Data Sufficiency
If \(P, Q\) and \(R\) are points on the number line, what is the distance between \(Q\) and \(R?\)
If \(P, Q\) and \(R\) are points on the number line, what is the distance between \(Q\) and \(R?\)
1) The points \(P\) and \(Q\) are \(20\) units’ apart
2) The points \(P\) and \(R\) are \(25\) units’ apart
OA E
- by AAPL
Thu Jan 16, 2025 7:52 am- Forum: Data Sufficiency
- Topic: If \(P, Q\) and \(R\) are points on the number line, what is the distance between \(Q\) and \(R?\)
- Replies: 0
- Views: 8
Bob the bodybuilder is training for a competition to be held on 10th of April. On the 1st April he trains for \(2\)
Problem Solving
Bob the bodybuilder is training for a competition to be held on 10th of April. On the 1st April he trains for \(2\)
Bob the bodybuilder is training for a competition to be held on 10th of April. On the 1st April he trains for \(2\) hours and on 2nd April he trains for \(4\) hours and on 3rd April he trains for \(6\) hours. He keeps on increasing his training time till he reaches \(14\) hours per day and then keep...
- by AAPL
Thu Jan 16, 2025 7:44 am- Forum: Problem Solving
- Topic: Bob the bodybuilder is training for a competition to be held on 10th of April. On the 1st April he trains for \(2\)
- Replies: 0
- Views: 9
If the price of potatoes is \(\$0.2\) per pound, what is the maximum number or potatoes that can be bought for
Data Sufficiency
If the price of potatoes is \(\$0.2\) per pound, what is the maximum number or potatoes that can be bought for
If the price of potatoes is \(\$0.2\) per pound, what is the maximum number or potatoes that can be bought for \(\$1.00?\)
1) The price of a bag of potatoes is \(\$2.8\)
2) There are \(10-15\) potatoes in every \(5\) pounds
OA B
- by AAPL
Wed Jan 08, 2025 1:02 pm- Forum: Data Sufficiency
- Topic: If the price of potatoes is \(\$0.2\) per pound, what is the maximum number or potatoes that can be bought for
- Replies: 0
- Views: 113
A googol is the number that is written as \(1\) followed by \(100\) zeros. If \(G\) represents a googol, what is the sum
Problem Solving
A googol is the number that is written as \(1\) followed by \(100\) zeros. If \(G\) represents a googol, what is the sum
A googol is the number that is written as \(1\) followed by \(100\) zeros. If \(G\) represents a googol, what is the sum of the digits of, \(\dfrac{G}{8}+\dfrac{G}{5}+\dfrac{G}{4}+\dfrac{G}{2}?\)
A. \(13\)
B. \(22\)
C. \(107\)
D. \(400\)
E. \(1075\)
OA A
- by AAPL
Wed Jan 08, 2025 12:57 pm- Forum: Problem Solving
- Topic: A googol is the number that is written as \(1\) followed by \(100\) zeros. If \(G\) represents a googol, what is the sum
- Replies: 0
- Views: 91
How many lemon trees are there in Mr. Bunuel's garden?
How many lemon trees are there in Mr. Bunuel's garden?
1. Each tree gives the same number of lemons as that of the lemon trees in Mr. Bunuel's garden
2. The number of lemons in Mr. Bunuel's garden exceeds that of lemon trees by \(210\)
OA C
- by AAPL
Wed Jan 08, 2025 12:46 pm- Forum: Data Sufficiency
- Topic: How many lemon trees are there in Mr. Bunuel's garden?
- Replies: 0
- Views: 83
A \(\$5,000\) investment can be placed into an account that earns \(10\) percent simple interest for \(2\) years or
Problem Solving
A \(\$5,000\) investment can be placed into an account that earns \(10\) percent simple interest for \(2\) years or
A \(\$5,000\) investment can be placed into an account that earns \(10\) percent simple interest for \(2\) years or \(10\) percent compound interest for \(2\) years. How many additional dollars of interest will be earned by investing the \(\$5,000\) in the compound interest account? A. \(10\) B. \(5...
- by AAPL
Wed Jan 08, 2025 12:36 pm- Forum: Problem Solving
- Topic: A \(\$5,000\) investment can be placed into an account that earns \(10\) percent simple interest for \(2\) years or
- Replies: 0
- Views: 80
In the \(xy\)-plane, a quadrilateral has vertices at \((-9,-2), (-1,-2) ,(-1,-4),\) and \((-9,-4).\) What is the
Problem Solving
In the \(xy\)-plane, a quadrilateral has vertices at \((-9,-2), (-1,-2) ,(-1,-4),\) and \((-9,-4).\) What is the
In the \(xy\)-plane, a quadrilateral has vertices at \((-9,-2), (-1,-2) ,(-1,-4),\) and \((-9,-4).\) What is the perimeter of the quadrilateral?
A. \(4\)
B. \(10\)
C. \(20\)
D. \(24\)
E. \(32\)
OA C
- by AAPL
Wed Jan 01, 2025 10:48 am- Forum: Problem Solving
- Topic: In the \(xy\)-plane, a quadrilateral has vertices at \((-9,-2), (-1,-2) ,(-1,-4),\) and \((-9,-4).\) What is the
- Replies: 0
- Views: 133
A line \(l\) in the \(xy\)-coordinate system passes through the origin and the point \((m,n).\) Is \(m < n?\)
Data Sufficiency
A line \(l\) in the \(xy\)-coordinate system passes through the origin and the point \((m,n).\) Is \(m < n?\)
A line \(l\) in the \(xy\)-coordinate system passes through the origin and the point \((m,n).\) Is \(m < n?\)
1. The line \(l\) has a negative slope
2. \(m < 0\)
OA C
- by AAPL
Wed Jan 01, 2025 10:41 am- Forum: Data Sufficiency
- Topic: A line \(l\) in the \(xy\)-coordinate system passes through the origin and the point \((m,n).\) Is \(m < n?\)
- Replies: 0
- Views: 95
How many units long is the straight line segment that connects the points \((-1,1)\) and \((2,6)\) on a rectangular
Problem Solving
How many units long is the straight line segment that connects the points \((-1,1)\) and \((2,6)\) on a rectangular
How many units long is the straight line segment that connects the points \((-1,1)\) and \((2,6)\) on a rectangular coordinate plane?
A. \(4\)
B. \(\sqrt{26}\)
C. \(\sqrt{34}\)
D. \(7\)
E. \(\sqrt{58}\)
OA C
- by AAPL
Wed Jan 01, 2025 10:29 am- Forum: Problem Solving
- Topic: How many units long is the straight line segment that connects the points \((-1,1)\) and \((2,6)\) on a rectangular
- Replies: 0
- Views: 97
Is the line \(l\) given by \(ax+by=c\) perpendicular to the line \(2x+7y=3?\)
Is the line \(l\) given by \(ax+by=c\) perpendicular to the line \(2x+7y=3?\)
1. \(2a+7b=0\)
2. Line \(l\) is parallel to the line \(2y-7x=3\)
OA D
- by AAPL
Wed Jan 01, 2025 10:19 am- Forum: Data Sufficiency
- Topic: Is the line \(l\) given by \(ax+by=c\) perpendicular to the line \(2x+7y=3?\)
- Replies: 0
- Views: 100
In the standard \(xy\)-coordinate plane, the point \(M(-1, 3)\) is the midpoint of a line segment whose endpoints are
Problem Solving
In the standard \(xy\)-coordinate plane, the point \(M(-1, 3)\) is the midpoint of a line segment whose endpoints are
In the standard \(xy\)-coordinate plane, the point \(M(-1, 3)\) is the midpoint of a line segment whose endpoints are \(A(2, -4)\) and \(B.\) What are the \(xy\)-coordinates of point \(B?\)
A. \((-1,-2)\)
B. \((-3,8)\)
C. \((8,-4)\)
D. \((5,12)\)
E. \((-4,10)\)
OA E
- by AAPL
Wed Jan 01, 2025 10:12 am- Forum: Problem Solving
- Topic: In the standard \(xy\)-coordinate plane, the point \(M(-1, 3)\) is the midpoint of a line segment whose endpoints are
- Replies: 0
- Views: 103
If there are \(15\) boys and \(25\) girls in a class, what percent of the class is boys?
Problem Solving
If there are \(15\) boys and \(25\) girls in a class, what percent of the class is boys?
If there are \(15\) boys and \(25\) girls in a class, what percent of the class is boys?
A. \(10\%\)
B. \(15\%\)
C. \(18\%\)
D. \(25\%\)
E. \(37.5\%\)
OA E
- by AAPL
Fri Dec 27, 2024 4:34 am- Forum: Problem Solving
- Topic: If there are \(15\) boys and \(25\) girls in a class, what percent of the class is boys?
- Replies: 0
- Views: 124
A salesperson is paid a fixed monthly salary of \(\$2,000\) and a commission equal to \(15\) percent of the amount of to
Data Sufficiency
A salesperson is paid a fixed monthly salary of \(\$2,000\) and a commission equal to \(15\) percent of the amount of to
A salesperson is paid a fixed monthly salary of \(\$2,000\) and a commission equal to \(15\) percent of the amount of total sales that month over \(\$10,000.\) What was the total amount paid to the salesperson last month? 1) The total amount the salesperson was paid last month is equal to \(17.5\) p...
- by AAPL
Fri Dec 27, 2024 4:22 am- Forum: Data Sufficiency
- Topic: A salesperson is paid a fixed monthly salary of \(\$2,000\) and a commission equal to \(15\) percent of the amount of to
- Replies: 0
- Views: 102