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The cost of painting a wall increases by a fixed percentage each year. In \(1970,\) the cost was \(\$2,000;\) and in

The cost of painting a wall increases by a fixed percentage each year. In \(1970,\) the cost was \(\$2,000;\) and in \(1979,\) it was \(\$3,600.\) What was the cost of painting in \(1988?\)

A. \(\$1,111\)
B. \(\$2,111\)
C. \(\$3,600\)
D. \(\$6,240\)
E. \(\$6,480\)

OA E


A man, while driving on a highway at uniform speed, observes his car's odometer reading just turned to \(18992\) miles.

A man, while driving on a highway at uniform speed, observes his car's odometer reading just turned to \(18992\) miles. What is the speed at which the man was driving? 1. After \(5\) hours, the odometer reading of the car showed a five-digit palindrome as the total distance travelled (\(A\) palindro...


At its usual speed of \(40 \,\text{km/h,}\) the bus covers its journey on schedule. But when its speed reduces to

At its usual speed of \(40 \,\text{km/h,}\) the bus covers its journey on schedule. But when its speed reduces to \(35\,\text{km/h,}\) it takes \(15\) more minutes than scheduled time. Find the distance of the journey. A. \(50 \,\text{km\) B. \(60 \,\text{km\) C. \(70 \,\text{km\) D. \(75 \,\text{km...


Police suspected that motorists on a stretch of \(I-75\) often exceeded the speed limit yet avoided being caught through

Police suspected that motorists on a stretch of \(I-75\) often exceeded the speed limit yet avoided being caught through the use of radar detectors and jammers. Officer Johnson of the State Police recently pulled over a driver on \(I-75\) and accused him of breaking the \(50\) mile-per-hour speed li...


Two men \(A\) and \(B\) start from a place \(P\) walking \(4\, \text{km/h}\) and \(6\,\text{km/h}\) respectively.

Two men \(A\) and \(B\) start from a place \(P\) walking \(4\, \text{km/h}\) and \(6\,\text{km/h}\) respectively. How many km will they be apart at the end of \(4\,\text{h,}\) if they walk in the same direction? A. \(2 \,\text{km}\) B. \(3 \,\text{km}\) C. \(4 \,\text{km}\) D. \(5 \,\text{km}\) E. \...


Number of chocolates with Daniel is \(X\) and the number of chocolates with Maria is \(Y.\) If \(X\) and \(Y\) are

Number of chocolates with Daniel is \(X\) and the number of chocolates with Maria is \(Y.\) If \(X\) and \(Y\) are distinct, what is the number of chocolates with the one having lesser chocolates, out of Daniel and Maria? 1) Sum of \(X\) and \(Y\) is greater than the positive difference between \(X\...


A group of marbles is arranged into \(x\) rows and \(y\) columns. If the number of columns is \(7\) times the number of

A group of marbles is arranged into \(x\) rows and \(y\) columns. If the number of columns is \(7\) times the number of rows, and there are \(343\) total marbles, how many rows are there?

A. \(7\)
B. \(14\)
C. \(49\)
D. \(62\)
E. \(74\)

OA A


For any \(3\) given numbers, which of the following is always equivalent to adding the \(3\) numbers together and then

For any \(3\) given numbers, which of the following is always equivalent to adding the \(3\) numbers together and then dividing the sum by \(3?\) I. Ordering the \(3\) numbers numerically, from highest to lowest, and then selecting the middle number II. Dividing each of the numbers by \(3\) and then...


In the correctly worked multiplication problem shown above, \(A, B, C, D\) and \(E\) are different non-zero digits. What

\(\begin{array}{c}
AB \\
*C \\ \hline
DE
\end{array}\)

In the correctly worked multiplication problem shown above, \(A, B, C, D\) and \(E\) are different non-zero digits. What is the valued of \(D?\)

1) \(A = 3\)

2) \(D\) is an even digit

OA C


A tank has a capacity of \(200\) pints. How many gallons of water would it take to fill the tank to \(\dfrac{3}{10}\)

A tank has a capacity of \(200\) pints. How many gallons of water would it take to fill the tank to \(\frac{3}{10}\) of its capacity? (\(1\) gallon \(= 8\) pints)

A. \(7\) gallons
B. \(7.5\) gallons
C. \(8\) gallons
D. \(8.5\) gallons
E. \(9\) gallons

OA B


If \(N\) is a positive integer, what is the remainder when \(N\) is divided by \(3?\)

If \(N\) is a positive integer, what is the remainder when \(N\) is divided by \(3?\)

1) \(N + 3\) is divisible by \(5\)
2) \(N\) is divisible by \(4\)

OA E


A certain packing box contains books between \(50\) to \(60.\) How many books exactly does that box contain?

A certain packing box contains books between \(50\) to \(60.\) How many books exactly does that box contain?

1) If the books are counted by three, there will be one book left over

2) If the books are counted by six, there will be one book left over

OA B