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Example Questions
Example Question #2 : Completing Sentences
Mrs. Dollars said she would ____________ the flower-shaped custard-filled donuts herself.
Select the answer that best completes the given sentence.
bought
have been buying
buy
buyer
buy
The only correct answer uses the correct form and tense of the verb "buy."
Example Question #1 : Algebra
What value of makes this a true statement?
Isolate the on the left side of the equation by performing the same steps on both sides. These steps should be the opposite of the operations performed on , as follows:
Multiplication precedes addition in the order of operations, so reverse the addition of 12 by subtracting 12 from both sides:
Now reverse multiplication by 2 by dividing by 2:
, the correct value of .
Example Question #2 : Algebra
What value of makes this a true statement?
Isolate the on the left side of the equation by performing the same steps on both sides. These steps should be the opposite of the operations performed on .
Multiplication precedes subtraction in the order of operations, so reverse the subtraction of 44 by adding 44 to both sides:
Now reverse multiplication by 2 by dividing by 2:
.
Example Question #1 : Mathematical Functions And Reasoning
Five chocolate baklavas cost sixty-eight dollars. How much would fifteen chocolate baklavas cost?
112 dollars
180 dollars
204 dollars
136 dollars
204 dollars
To answer this question you could have simply multiplied 68 by 3 and gotten 204. Or, to do this question even quicker, you could have looked at the last digits. Knowing that 3 multiplied by 8 is 4, you would know that the final digit of the answer would be four, and the only answer that ended with a 4 was the correct answer, 204 dollars.
Example Question #2 : Mathematical Functions And Reasoning
The marketing team budgeted $1,756 for raises this year. Thus far they have given out $428. How much of the money budgeted for raises remains?
$1398
$1328
$1456
$1330
$1328
This question calls for simple arithmetic. One must simply subtract 1756 from 428. One can see this answer quickly by recognizing that the correct answer will end with the digits 28 (56 minus 28 is 28).
Example Question #3 : Mathematical Functions And Reasoning
A small pile of loose pencil shavings was assessed as having a value of $4500, the three close friends (Julio, DeMare, and Aiko) who found the pile of pencil shavings decided to divide the money based on how much of the shavings blew, as chance and the breath of the wind had dictated, onto the legs of their pants. 10% of the shavings wound up on Aiko's pants, 15% on Julio's, and 75% on DeMare's. How much more money did DeMare take than Aiko?
$3375
$2925
$3000
$450
$2925
75% of 4500 is 3375, so DeMare made $3375 from the pencil shavings. Aiko only made $450. All you have to do now is subtract 450 from 3375.
Example Question #4 : Mathematical Functions And Reasoning
Which is equal to the radius of a circle with area ?
The formula for the area of a circle, given its radius , is . Replace with :
To find the radius , first, divide both sides by :
Now, find the square root of both sides. Since , 11 is the square root of 121, so
.
The radius of the given circle is 11.
Example Question #5 : Mathematical Functions And Reasoning
Andy, Sandy, and Mandy go in on a pizza. The total cost of the pizza is $14. Andy contributes half the cost, and Sandy contributes $3. What will Mandy contribute?
Andy contributes half the cost of the pizza. The pizza costs $14.00, so his share of the cost is
;
that is, $7.00.
Sandy contributes $3.00, leaving Mandy to contribute
;
that is, $4.00.
Example Question #6 : Mathematical Functions And Reasoning
Square 0.7.
To square a number means to multiply it by itself, so we seek to compute
To multiply two decimal fractions, first multiply, ignoring the decimal points:
Move the (implied) decimal point the number of spaces right equal to the total number of digits right of the decimal points in the factors; this can be seen to be two:
The product is 0.49.
Example Question #7 : Mathematical Functions And Reasoning
The first 40 miles of a 100-mile trip took one hour; the whole trip took two hours and fifteen minutes. To the nearest whole, what was the average speed during the remaining 60 miles of the trip?
48 miles per hour
54 miles per hour
36 miles per hour
60 miles per hour
75 miles per hour
48 miles per hour
The average speed during a trip of miles over a period of hours is miles per hour. Here, the distance driven is 60 miles; the time it took was two hours and fifteen minutes total minus the hour for the first 40 miles, which is one hour and fifteen minutes. Since fifteen minutes is equal to
hours, we get
and
Therefore, the average speed traveled during the second part of the trip is
miles per hour.
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