ASSET Practice Test Review
If you've been thinking of going to college, you may have run across references to something called the ASSET test, or simply ASSET. This is a test that you may have to take before starting school. Of course, if you're like most people, you haven't heard of ASSET. Almost everyone who considers going to college has heard of the ACT exam or the SAT test, but not this particular test. That's because the number of schools that use this test is tiny compared to the number that use either the SAT or ACT.
ASSET is actually administered by ACT, Inc., which is the company that administers the ACT test. (ACT doesn't officially stand for anything; years ago the initials stood for American College Testing, but like Kentucky Fried Chicken officially changing its name to KFC, ACT became the legal name of the company a few years ago.) However, it serves a different purpose than the ACT test. The ACT, which is used by thousands of colleges and universities, is more academically challenging than the ASSET exam. Most schools that use the ACT are four year colleges and universities, while the ASSET exam is used primarily by technical schools and two year community colleges (AKA "junior colleges").
Of course, not all two year colleges and technical schools require incoming students to take the ASSET, but many do. If you're attending a school that uses this test, the school will use your score to help determine what level of academic challenge you're prepared for in several areas. College administrators want to make sure that students get the education they're paying for, which means it's important that there's not a mismatch between their skill levels and the work they're being asked to do. If a student is being given assignments he's not ready for, he will likely fall behind in his studies and not graduate on time, and odds are high that he'll simply drop out altogether. Then he'll be stuck paying off college loans for an education he didn't get. On the other hand, if a student is being given assignments that are too easy, which don't challenge him at all, he will become bored. He'll realize his time is being wasted, and he will also be at high risk for dropping out, after deciding that college is a "joke" and a "ripoff" because he wasn't learning anything new. That's why it's so important to place students in classes closely suited to their skills and knowledge levels, and the ASSET exam helps colleges do just that.
Practice Questions
The Basic Skills Test
Writing Skills
Each underlined word or phrase in the following passage either does or doesn't contain an error or style, grammar, or usage. If you believe it's correct as shown, select a for NO CHANGE; otherwise, select the answer that would be the best choice to replace the word or phrase.
Once upon a time, (1) there was a village in the jungle, a man appeared and announced to the villagers that he would buy monkeys for $10 each.
(2) Seeing as how there were many monkeys around, the villagers went out to the (3) forest, and started catching them. The man bought thousands at $10, (4) and, as the supply started to diminish, the villagers let (5) there efforts lag. The man (6) later announced that he would buy monkeys at $20 each. This renewed the vigor of the (7) villagers and got them catching monkeys again.
1. there was
 NO CHANGE
 there was once
 in
 there is
2. Seeing as how
 NO CHANGE
 Since
 Seeing that
 Noticing that
3. forest, and
 NO CHANGE
 forest and
 woods, and
 skillfully
4. and,
 NO CHANGE
 since
 when
 but
5. there
 NO CHANGE
 OMIT this word
 they're
 their
6. later
 NO CHANGE
 OMIT this word
 soon
 kindly
7. villagers and
 NO CHANGE
 villagers though
 townspeople, and
 villagers, and
Reading Skills
Read the following passage and then answer the questions that follow
Daylight Saving Time (DST) is the practice of changing clocks so that afternoons have more daylight and mornings have less. Clocks are adjusted forward one hour in the spring and one hour backward in the fall. The main purpose of the change is to make better use of daylight.
DST began with the goal of conservation. Benjamin Franklin suggested it as a method of saving on candles. It was used during both World Wars to save energy for military needs. Although DST's potential to save energy was a primary reason behind its implementation, research into its effects on energy conservation are contradictory and unclear.
Beneficiaries of DST include all activities that can benefit from more sunlight after working hours, such as shopping and sports. A 1984 issue of Fortune magazine estimated that a sevenweek extension of DST would yield an additional $30 million for 7Eleven stores. Public safety may be increased by the use of DST: some research suggests that traffic fatalities may be reduced when there is additional afternoon sunlight.
On the other hand, DST complicates timekeeping and some computer systems. Tools with builtin timekeeping functions such as medical devices can be affected negatively. Agricultural and evening entertainment interests have historically opposed DST.
DST can affect health, both positively and negatively. It provides more afternoon sunlight in which to get exercise. It also impacts sunlight exposure; this is good for getting vitamin D, but bad in that it can increase skin cancer risk. DST may also disrupt sleep.
Today, daylight saving time has been adopted by more than one billion people in about 70 countries. DST is generally not observed in countries near the equator because sunrise times do not vary much there. Asia and Africa do not generally observe it. Some countries, such as Brazil, observe it only in some regions.
DST can lead to peculiar situations. One of these occurred in November, 2007 when a woman in North Carolina gave birth to one twin at 1:32 a.m. and, 34 minutes later, to the second twin. Because of DST and the time change at 2:00 a.m., the second twin was officially born at 1:06, 26 minutes earlier than her brother.
7. According to the passage, what is the main purpose of DST?
 To increase public safety
 To benefit retail businesses
 To make better use of daylight
 To promote good health
8. Which of the following is not mentioned in the passage as a negative effect of DST?
 Energy conservation
 Complications with time keeping
 Complications with computer systems
 Increased skin cancer risk
9. The article states that DST involves:
 Adjusting clocks forward one hour in the spring and the fall
 Adjusting clocks backward one hour in the spring and the fall
 Adjusting clocks forward in the fall and backward in the spring
 Adjusting clocks forward in the spring and backward in the fall
10. Which interests have historically opposed DST, according to the passage?
 retail businesses and sports
 evening entertainment and agriculture
 7Eleven and health
 medical devices and computing
11. According to the article, increased sunlight exposure:
 is always good for health
 is always bad for health
 has no effect on health
 can be both good and bad for health
Numerical Skills
1. A box of laundry detergent contains 16.5 oz of product. What is the maximum number of loads that can be washed if each load requires a minimum of ¾ oz of detergent?
 a. 10
 b. 50
 c. 22
 d. 18
6. To determine a student's grade, a teacher throws out the lowest grade obtained on 5 tests, averages the remaining grades, and round up to the nearest integer. If Betty scored 72, 75, 88, 86, and 90 on her tests, what grade will she receive?
 a. 68
 b. 85
 c. 88
 d. 84.8
7. A rock group with 5 musicians gets 25% of the gross sales of their new album, but they have to give their agent 15% of their share. If the album grosses $20,000,000, what is each band member's share?
 a. $850,000
 b. $4,000,000
 c. $1,150,000
 d. $650,000
15. The sum of two negative numbers:
 a. is always negative
 b. is always positive
 c. sometimes is positive and sometimes is negative
 d. is always zero
17. The number 5 is multiplied by its reciprocal. What is the result?
 a. 0
 b. 1
 c. 1/5
 d. 5
Advanced Math
Elementary Algebra
a. 3(7x + 10)
b. 3x +6
d. 3x^{2}  9
2. Evaluate the expression (x  2y)^{2} where x = 3 and y = 2.
a. 1
b. +1
c. +4
d. 2
3. Which of the following expressions is equivalent to (3x ^{2})^{3} ?
a. 9x ^{6}
b. 9x ^{8}
c. 27x ^{8}
d. 27x ^{4}
4.
Which of the following equations satisfies the five sets of numbers shown in the above table?
y 
4 
31 
4 
68 
12 
x 
2 
3 
0 
4 
2 
a. y = 2x^{2} + 7
b. y = x^{3} + 4
c. y = 2x
d. y = 3x + 1
5. If 2x + 3y = 13 and 4x  y = 5, then 3x + 2y =
a. 2
b. 3
c. 6
d. 12
Intermediate Algebra
1. A: From the starting expression, compute:
2. B: Compute as follows: (3  2 x 2)^{2} = (3  4)^{2} = (1)^{2} = 1.
3. C: Evaluate as follows:
(3x^{2})^{3} = 3^{3} x ( x ^{2})^{3} = 27 x (1 / x^{2})^{3} = 27x 1 / x^{8} = 27x ^{8}
4. B: The easiest pair to test is the third: y = 4 and x = 0. Substitute these values in each of the given equations and evaluate. Choice B gives 4 = 0 + 4, which is a true statement. None of the other answer choices is correct this number set.
5. D: Solving for y in the second equation gives y = 4x5. If we plug this into the first equation we get 2x + 3(4x5) = 13. Solving for this equation gives us 14x = 28, or x = 2. Then, plug the value of x into either equation to solve for y. y = 3. Therefore, 3x + 2y = 12.
College Algebra
1. In a rectangular x, y coordinate system, what is the intersection of two lines formed by the equations y = 2x + 3 and y = x  5?
a. (5, 3)
b. (8, 13)
c. (4, 13)
d. (8, 13)
2. A function f(x) is defined by f(x) = 2x^{2} + 7. What is the value of 2f(x)  3?
a. 4x^{2} + 11
b. 4x^{4} + 11
c. x^{2} + 11
d. 4 x^{2} + 14
3. If x and y are positive integers, which of the following expressions is equivalent to (xy)^{7y}  (xy)^{y} ?
a. (xy) ^{6y}
b. (xy) ^{7y1}
c. (xy)^{y} [(xy)^{7}1:44 PM 9/11/2012 1]
d. (xy)^{y}[(xy)^{6y} 1]
4. Which equation is represented by the graph shown below?
a. y = 5 / 3 x + 2
b. y =  5/3 x  2
c. y =  5/3 x + 2
d. y = 5/3 x 2
5. The graph below, not drawn to scale, shows a straight line passing through the origin. Point P1 has the (x,y) coordinates (5,3). What is the xcoordinate of point P2 if its ycoordinate is 3?
a. 0.8
b. 1
c. 5
d. 3
Geometry
1. Which of the following expressions represents the ratio of the area of a circle to its circumference?
a.πr ^{2}
b. πr ^{2} / 2π
c. 2πr / r ^{2}
d. r / 2
2. The sides of a triangle are equal to integral numbers of units. Two sides are 4 and 6 units long, respectively; what is the minimum value for the triangle's perimeter?
a. 10 units
b. 11 units
c. 12 units
d. 13 units
3. The two shortest sides of a right triangle are 6 and 8 units long, respectively. What is the length of the perimeter?
a. 10 units
b. 18 units
c. 24 units
d. 14 units
4. What is the area of an isosceles triangle inscribed in a circle of radius r if the base of the triangle is the diameter of the circle?
a. r^{2}
b. 2r^{2}
c. πr^{2}
d. 2πr
5. If the area of a right triangle is 20 ft2, which of the following represent the possible measurements for the base and height of the triangle?
a. B = 4 ft; H = 5 ft
b. B = 10 ft; H = 2 ft
c. B = 8 ft; H = 5 ft
d. B = 15 ft; H = 3 ft
Answers
Writing Skills
1. C: Answer C as this phrase tells the reader where the man appeared. Answer A creates a runon sentence, answer B is redundant, and choice D creates a disagreement of verb tense.
2. B: The original and answer C are slang usage, and D, suggesting that the villagers had only then noticed the monkeys, is inappropriate.
3. B: As the clause following the conjunction and is dependent, the comma is not employed.
4. D: The action described in the portion of the sentence following the conjunction is contrary to expectation, since the villagers hunted less despite the generous payments, and but reflects that contradiction better than any of the other choices.
5. D: The correct spelling for the possessive pronoun.
6. C: Answer C implies that the action that follows is a consequence of the one that precedes, i.e., the man raised his price because the villagers were losing interest.
7. A: No comma is used to set off a dependent clause.
Reading Skills
7. C: The first paragraph states that the main purpose of DST it to make better use of daylight.
8. A: Energy conservation is discussed as a possible benefit of DST, not a negative effect of it.
9. D: The first paragraph states that DST involves setting clocks forward one hour in the spring and one hour backward in the fall.
10. B: The last sentence in paragraph four notes that agricultural and evening entertainment interests have historically been opposed to DST.
11. D: The passage gives examples of both good and bad effects extra daylight can have on health.
Numerical Skills
1. C: 16.5 x 4/3 = 22.
6. B: The lowest score, 68, is eliminated. The average of the remaining four grades is (75 +88 + 86 + 90) divided by 4, which comes to 84.75.
Rounding up to the nearest integer gives a final grade of 85. Since this value is unique, all the other answers are incorrect.
7. A: The band's share, 25% of $20,000,000, is $5,000,000. After the agent's share is subtracted, the band gets (10.15) x $5,000,000 = 0.85 x $5,000,000 = $4,250,000
and each band member gets one fifth of that, or $850,000.
15. A: Negative numbers represent segments extending to the left of zero on the number line. Adding a negative number to another negative number extends the segment even further to the left, or into "negative territory". To add two negative numbers, add the magnitudes and retain the negative sign. For example (3) + (5) = 8.
17. B: The reciprocal of 5 is 1/5. When numbers are multiplied by their reciprocals, the result is always 1. Thus, 5 x (1/5) = 1.
Elementary Algebra
1. A: From the starting expression, compute:
2. B: Compute as follows: (3  2 x 2)^{2} = (3  4)^{2} = (1)^{2} = 1.
3. C: Evaluate as follows:
(3x^{2})^{3} = 3^{3} x ( x ^{2})^{3} = 27 x (1 / x^{2})^{3} = 27x 1 / x^{8} = 27x ^{8}
4. B: The easiest pair to test is the third: y = 4 and x = 0. Substitute these values in each of the given equations and evaluate. Choice B gives 4 = 0 + 4, which is a true statement. None of the other answer choices is correct this number set.
5. D: Solving for y in the second equation gives y = 4x5. If we plug this into the first equation we get 2x + 3(4x5) = 13. Solving for this equation gives us 14x = 28, or x = 2. Then, plug the value of x into either equation to solve for y. y = 3. Therefore, 3x + 2y = 12.
Intermediate Algebra
1. B: The equation has a negative slope (3) and a positive intercept (+2).
A has a positive slope and goes through the origin, so the intercept is zero.
C has a negative slope but goes through the origin, so the intercept is zero.
D has a positive slope and a positive intercept.
2. A: Since the second line, , is a vertical, the intersection must occur at a point where y = 3. If x = 1.5, the equation describing the line is satisfied:(2x [1.5] + 3)=0
B. The equation for the first line is not satisfied:(2 x 1.5) + 3 ≠ 0
CD. None of these points satisfy the condition y = 3, and thus they will not be traversed by the second line.
3. A: For the line to be parallel to the xaxis, the slope must be 0. This condition is met if y has a constant value. BD. y varies with x for all of these, and is therefore not parallel to the xaxis.
4. A: As defined, the line will be described by the equation . Expression A fits this equation (9 = 4 x 2 + 1). The others do not.
B. 1 ≠ 4 x 0 + 1
C. 0 ≠ 4 x 0 + 1
D. 4 ≠ 4 x 1 + 1
5. C: The percentage of students not wearing hats is simply 100%p%. Since percentage means "parts per hundred", the fraction not wearing hats is (100p)/100, and this fraction is multiplied by the number of students.
College Algebra
1. D: At the point of intersection, the ycoordinates are equal on both lines so that 2x + 3 = x  5. Solving for x, we have x = 8. Then, evaluating y with either equation yields
y = 2(8) + 3 = 16 + 3 = 13 or y = 8  5 = 13
2. A: Evaluate as follows: 2f(x)  3 = 2 (2x^{2} + 7)  3 = 4x^{2} + 14  3 = 4x^{2} + 11.
3. D: Remember that when you multiply like bases, you add the exponents, and when you divide like bases, you subtract the exponents. (xy)^{7y}  (xy)^{y} = (xy)^{y} [(xy)^{7yy}  1] = (xy)^{y} [(xy) ^{6y}  1]
4. C: The line in the graph has a negative slope and a positive yaxis intercept, so the factor multiplying the variable x, or the slope, must be negative, and the constant, or yintercept, must be positive.
5. C: Since the line is straight, the slope is the same throughout. Thus, if 5 yunits are traversed in going from x = 3 to x = 0 (where y increases from 5 to 0, to reach the origin), then 5 yunits will be traversed in going from x = 0 to x = 3 .
Geometry
1. D: The area of the circle is ?r2 while the circumference is 2?r. Taking the ratio of these two expressions and reducing gives:
Ratio = πr^{2} / 2πr = r/2
2. D: The sides of a triangle must all be greater than zero. The sum of the lengths of the two shorter sides must be greater than the length of the third side. Since we are looking for the minimum value of the perimeter, assume the longer of the two given sides, which is 6, is the longest side of the triangle. Then the third side must be greater than 6  4 = 2. Since we are told the sides are all integral numbers, the last side must be 3 units in length. Thus, the minimum length for the perimeter is 4+6+3 = 13 units.
3. C: The hypotenuse must be the longest side of a right triangle, so it must be the lengths of the other two sides that are given as 6 and 8 units. Calculate the length of the hypotenuse, H, from the Pythagorean Theorem: H^{2} = S_{1}^{2} + S_{2}^{2} = 6^{2} + 8^{2} = 36 + 64 = 100 , which yields H = 10 and the perimeter equals 10+6+8 = 24.
4. A: The area of a triangle equals half the product of base times height. Since the base passes through the center, we have base = 2 r and height = r, so that the area A is
5. C: The formula for the area of a triangle is 1/2bh, or onehalf the base times the height. This means that the product of the two sides will actually be twice the number that is provided as the area, i.e., 20 x 2 or 40. Although the actual base and height aren't provided, only one answer choice offers two numbers that equal a product of 40  8 and 5.
ASSET test breakdown  Paying for College Information
ASSET SelfAssessment Modules:
Basic Algebra
Advanced Algebra
Averages and Rounding
Basic Operations
Commas
Estimation Sequences
Exponents
Fractions and Square Roots
Geometry
Graphs
Basic Grammar
Intermediate Grammar
Advanced Grammar
Author's Purpose
Basic Math
Intermediate Math
Advanced Math
Measurement
Percents and Ratios
Basic Reading Comprehension
Reading for the Main Idea
Advanced Reading Comprehension
Sentence Correction
Sentence Correction 2
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by Enoch Morrison
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