223. The numbers of hours of sunshine in Roan Mountain during one week of the summer is displayed in the graph below:
Which data table fits the bar graph?
a. b. c. d. 0 1 2 3 4 5 6 7 8 9 10
Sun Mon Tue Wed Thu Fri Sat
Day Fri Sat Sun Mon Tue Wed Thu
Sunshine 7.0 8.5 8.5 5.2 9.0 6.2 5.5
Day Fri Sat Sun Mon Tue Wed Thu
Sunshine 7.0 4.5 8.5 5.2 9.0 6.2 5.5
Day Fri Sat Sun Mon Tue Wed Thu
Sunshine 7.0 4.5 8.5 5.2 9.0 6.2 7.5
Day Fri Sat Sun Mon Tue Wed Thu
224. Which frequency table represents the following data: 126, 129, 126, 126, 126, 128, 126, 126, 129, 129, 127, 130, 127, 127, 128, 128, 128, 129, 128, 126 a. b. c. d. Data Frequency 126 8 127 3 128 6 129 4 130 1 Data Frequency 126 7 127 3 128 5 129 3 130 1 Data Frequency 126 7 127 3 128 5 129 4 130 2 Data Frequency 126 7 127 3 128 5 129 4 130 1
225. The percentages of different elements in a chemical substance is shown in the table below. Carbon 34% Oxygen 26% Hydrogen 21% Sulfur 12% Nitrogen 7%
Which pie chart represents the data in the table?
a.
b.
c.
226. The following table shows the number of graduates of Boone Creek High School during years 2004-2011.
Year Number of Graduates
2004 453 2005 571 2006 356 2007 398 2008 433 2009 405 2010 447 2011 511
Which line graph represents the data in the table? (Numbers starting from 1 represent the years 2004, 2005, and so forth.)
a.
c.
d.
227. The Venn Diagram below displays the number of students attending different classes.
What is total number of students attending Literature class?
a. 51 b. 49 c. 43 d. 37
228. The graph below represents the amount of rain during a week of spring in New York, in millimeters.
Which is the best estimate of the range of the data given in the graph?
a. 4.2 mm b. 5.6 mm c. 5.9 mm d. 6.2 mm
229. The following stem - and - leaf graph represents a set of data.
What is the median of the data?
a. 46 b. 51 c. 55 d. 58 0 1 2 3 4 5 6 7 8 9 10
Use the following information to answer questions 230 and 231.
The amounts of money a Telecommunication Company spent on ads for the years 2005-2010 are shown in the table below.
Year Amount (in dollars)
2005 190,000 2006 230,000 2007 110,000 2008 150,000 2009 160,000 2010 180,000
230. In which year was the advertisement cost the highest?
a. 2005 b. 2006 c. 2009 d. 2010
231. In which year was the advertisement cost the lowest?
a. 2006 b. 2007 c. 2008 d. 2010
232. The values of the variables a, b, c and d are given in the table. On which variable is P dependent, such that P = 3 + 2x? P a b c d 1 2 −1 6 −2 9 4 3 −1 3 21 2 9 8 −7 a. Variable a b. Variable b c. Variable c d. Variable d
233. The values of the variables m, n, p and q are given in the table. On which variable is T dependent, such that T = 3x2 − 1?
T m n p q 11 2 −3 4 −2 26 −4 7 −1 3 2 2 5 8 −1 a. Variable m b. Variable n c. Variable p d. Variable q
234. The values of the variables m, n, p and q are given in the table. On which variable is R dependent on, such that R = 3x + 2
2 ? R m n p q −5 −4 −1 6 1 7 4 3 −1 3 10 6 9 8 −7 a. Variable m b. Variable n c. Variable p d. Variable q
235. The pie chart below represents the data in the table. What is the relationship between the sum of percentages and the area of the circle?
a. The sum of the numbers is equal to the area of the circle.
b. The sum of the numbers is equal to the circumference of the circle.
c. The sum of the numbers is 100% and the total shaded regions is 100% of the circle. d. The sum of the numbers is 100% of the diameter of the circle
Service Percent Army 33% Navy 27% Marine Corp 12% Air Force 25% Coastal Guard 3%
236. The bar graph represents the data in the table. How are the areas of the States of Alabama, Maryland and Minnesota shown in the graph?
a. By the columns above the horizontal line 200,000.
b. By the columns between the horizontal lines of 100,000 and 200,000. c. By the column above the horizontal line 100,000.
d. By the columns below the horizontal line 100,000. 0 100000 200000 300000 400000 500000 600000 700000
State Land Area
Alabama 50700 Alaska 573,000 California 155900 Colorado 103700 Maryland 9770 Minnesota 79600
237. The bar graph represents the data in the table. How are the areas of the States of Arizona and Montana shown in the graph?
a. By the columns above the horizontal line 100,000. b. By the columns below the horizontal line 100,000.
c. By the columns between the horizontal lines 100,000 and 80,000. d. By the columns between the horizontal lines 80,000 and 60,000.
0 20000 40000 60000 80000 100000 120000 140000 160000
State Land Area
Arkansas 52000 Arizona 113,650 Connecticut 4850 Michigan 56800 Montana 145550 Minnesota 79600
Use the following information to answer questions 238 through 242.
The scores of six students in Science verses their scores in History are shown in the table below. Student
A Student B Student C Student D Student E Student F Science
Score 86 76 68 94 92 73
History
Score 71 98 86 67 81 92
238. Which student scored lowest grade only in History? a. Student A
b. Student B c. Student D d. Student E
239. What is the difference between the ranges of the scores of the two subjects? a. 1
b. 2 c. 4 d. 5
240. Which student scored the lowest grade only in Science? a. Student A
b. Student C c. Student D d. Student E
241. Which student scored the highest in Science and lowest in History? a. Student A
b. Student B c. Student D d. Student E
242. What is the difference between the mean of the scores of both subjects? a. 4
b. 3.5 c. 1.5 d. 1
Use the following information to answer questions 243 through 247.
In a clinical trial, during four weeks of the trial period, each week certain number of patients in each group pulled out from the trial. The following table shows the number of pull-outs for all groups.
Groups First
Week Second Week WeekThird Fourth Week
Group A 11 32 20 19
Group B 32 44 9 33
Group C 14 21 21 29
Group D 30 39 11 12
243. In which week was the number of patients who pulled out from the trial the highest? a. First week
b. Second week c. Third week d. Fourth week
244. Which group had the highest number of pull outs? a. Group A
b. Group B c. Group C d. Group D
245. Which group had the lowest number of pull outs? a. Group A
b. Group B c. Group C d. Group D
246. In which week was the number of patients who pulled out from the trial the lowest? a. First week
b. Second week c. Third week d. Fourth week
247. Which group had the highest pull-out average? a. Group A
b. Group B c. Group C d. Group D
248. In a daycare, the ages of children are as follows: 4, 5, 3, 5, 4, 6, 6, 4, 7, 3, 5 What is the median of the ages?
a. 3 b. 4 c. 5 d. 6
249. The average of three consecutive integers is 16. What is the smallest integer? a. 15
b. 16 c. 17 d. 18
250. The heights of a group of students are given below, in centimeters. What is the range of the heights? 145, 146, 146, 154, 158, 166, 172, 174 a. 29 cm b. 30 cm c. 32 cm d. 35 cm
251. Olivia made the following scores in her History tests. What is the average of her scores? 86, 72, 78, 88 a. 81 b. 80 c. 78 d. 75
252. What is the mode of the following data?
20, 11, 15, 17, 15, 17, 19, 15, 11, 11, 20, 15 a. 11
b. 15 c. 17 d. 20
253. A 6-sided die is rolled. The probability of getting an odd number is 1
3. What does this fraction represent?
a. It means that the chance of an odd number is 3 out of 1. b. It means that the chance of an odd number is 1 out of 3. c. It means that the chance of an odd number is 1 out of 6. d. It means that the chance of an odd number is 1 out of 1
3.
254. A box contains 42 red and green marbles. The probability of choosing a red marble from the box is 4
7. What can be concluded from this fraction? a. There are 36 red marbles in the box. b. There are 24 red marbles in the box. c. There are 22 red marbles in the box. d. There are 18 red marbles in the box.
255. There are 32 students in Algebra class. The chance of choosing a female student is 9 16. What does this fraction represent?
a. The number of male students is 14. b. The number of male students is 16. c. The number of male students is 15. d. The number of male students is 12.
256. Box A contains 124 cards marked with positive integers. The chance of choosing an odd integer is 12
31. What does this fraction represent? a. There are 42 even integers in the box. b. There are 44 even integers in the box. c. There are 48 even integers in the box. d. There are 76 even integers in the box.
257. What chance is there of choosing a number divisible by 5 from the numbers between 53 and 75?
a. 7 18 b. 4 17 c. 5 18 d. 4 21
258. Of a group of 50 students, 20 attend Algebra class. If a student is chosen randomly from the group of 50, what is the chance that the student is not attending Algebra class?
a. 3 5 b. 4 5 c. 1 5 d. 2 3
259. Describe the correlation between height and shoe size. a. Positive
b. Negative c. No correlation
d. Cannot be determined.
260. Describe the correlation between time spent exercising and weight. a. positive
b. negative c. no correlation d. cannot determine
261. For years, teachers have always said the more you study, the better you do on your test. Juan wanted to conduct an experiment to see if that was indeed true. He had studied for his first science test for 5.5 hours and got a 93%, his second science test for 2 hours and got a 89% and for his last science test for half an hour and got a 78%.
Which of the following sentences best describe this situation? a. There is a positive correlation between studying and grades. b. The grade is the independent variable.
c. The two parameters are inversely related d. Cannot be determined.
262. Describe the correlation between height and hair length. a. positive
b. negative c. no correlation d. cannot determine
263. The table represents the side of a square compared to its area.
Side Length Area
2 inches 4 square inches 4 inches 16 square inches 9 inches 81 square inches 12 inches 144 square inches
Which of the following statements are true based on the previous relationship? a. If these two variables were graphed, the result would be linear.
b. If these two variables were graphed, the area would be the independent variable. c. If these two variables were graphed, the slope is always positive.
d. If these two variables were graphed, there would not be any correlation.
TEAS Practice Exam – Math - Section 4
Measurements
264. 1000 mg = ___ g a. 1 b. 10 c. 100 d. 110 265. 160 cm = ____ mm a. 1.6 b. 16 c. 160 d. 1600 266. 109 g = ____kg a. .0109 b. .109 c. 1.09 d. 10.9267. 4 L = ___ml a. .4 b. 40 c. 400 d. 4000 268. 75 ml = ___L a. .0075 b. .075 c. .75 d. 7.5
269. A man weighs 80 kilograms. How much does he weigh in pounds? a. 176 lbs.
b. 185 lbs. c. 210 lbs. d. 80 lbs.
270. A kitten was weighed at 4 weeks old and the scale registered 0.8 lbs. If the kitten gains 0.05 lbs. per week, what will the kitten weigh at 8 weeks old?
a. 4.5 lbs. b. 4.2 lbs. c. 1.0 lbs. d. 8.2 lbs.
271. Greg is building a rectangle dog run. He has 14 pieces of fencing, each piece measuring 5’ by 5’. Which of the following areas are plausible for the dog run?
a. 150 ft2
b. 250 ft2
c. 300 ft2
d. All of the above
272. David walks 6 miles in 4 hours. What is the unit rate? a. 6 mph
b. 2 mph c. 1.5 mph d. 3 mph
273. During what time period is the greatest rate of change? a. 0 – 1.0 b. 2.0 – 3.0 c. 1.0 – 2.0 d. 4.0 – 5.0 274. 54⁰ F = _____⁰ C a. 1.2 b. 10.22 c. 12.22 d. 102.22 275. 32⁰ C = _____⁰ F a. 89.6 b. 88.9 c. 86.9 d. 100
276. A woman weighs 132 pounds. What is her weight in kilograms? a. 13,200
b. 1,320 c. 132 d. 60
277. A man is 6’4” in height. How tall is he in centimeters? a. 152
b. 164 c. 193 d. 640
278. Which of the following is equivalent to 3 pounds and 12 ounces? a. 42 ounces
b. 48 ounces c. 52 ounces d. 60 ounces
279. The weight of the object M is 9 kg and 112 g, and the weight of the object N is 1200 g. What is the total weight in grams?
a. 10122 grams b. 10312 grams c. 11021 grams d. 13021 grams
280. What is the total, in inches, of 5 yards, 5 feet and 22 inches? a. 262 inches
b. 254 inches c. 248 inches d. 234 inches
281. How many miles are in 24,500 kilometers? a. 12,512.5 miles
b. 15,312.5 miles c. 15,315.5 miles d. 15,512.5 miles
282. Which of the following has the unit rate of 32 miles per hour? a. 128 𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚4 ℎ𝑟𝑟
b. 64 𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚2 ℎ𝑟𝑟 c. 256 𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚𝑚8 ℎ𝑟𝑟
d. All of the above
283. Tim drives a truck 6 days a week for 9 hours a day. Each week, he logs about 3,600 miles. What is his average speed while driving?
a. 59 mph b. 62 mph c. 72 mph d. 67 mph
284. What is the difference between the following lengths, in meters? M: 12 m, 119 cm N: 1.2 m a. 1379 cm b. 1289 cm c. 1299 cm d. 1199 cm
285. A student mixed the following materials to make a chemical substance: Carbon = 606 grams
Phosphor = 1443 grams What is the weight of the mixture in kilograms? a. 4 kg
b. 3 kg c. 2 kg d. 1 kg
286. Using “Vernier calipers”, the diameters of two steel bearings are measured as 4.34 cm and 3.39 cm. What is the sum of the diameters of the bearings in millimeters?
a. 77.3 mm b. 73.7 mm c. 63.7 mm d. 60.3 mm
287. The distance between the Low and High settings in a “Volume Control” is 24 cm. If the distance is marked by 16 equally spaced lines, what is the distance between each two adjacent lines, in millimeters?
a. 15 mm b. 14 mm c. 12 mm d. 10 mm
288. The scale of a map is 3 centimeters = 60 miles. The distance, on the map, from the east boundary to the west boundary of Kingston is 1.2 cm. What is the distance from the east boundary to the west boundary in miles?
a. 29 miles b. 26 miles c. 24 miles d. 21 miles
289. A picture is enlarged by the scale factor of 5. If the dimensions of the picture were 4.2 in. by 8.4 in. before enlargement, what are its dimensions after enlargement?
a. 24 by 34 b. 21 by 32 c. 26 by 34 d. 21 by 42
290. If we want to draw a plan for a basketball court with the dimensions 85 feet by 50 feet using the scale factor of 5 ft. = 1 in., then what would be the new dimensions?
a. 18 in. by 11 in. b. 17 in. by 10 in. c. 15 in. by 13 in. d. 15 in. by 10 in.
291. How many inches are in one yard? a. 38 inches
b. 36 inches c. 34 inches d. 32 inches
292. How many cubic centimeters are in a liter? a. 10
b. 100 c. 1000 d. 10000
293. How many pints are in a gallon? a. 4
b. 5 c. 6 d. 8
294. What is (2 gallons, 8 quarts) in quarts only? a. 10
b. 14 c. 16 d. 20
295. What is (2 decameters, 34 decimeters) in centimeters? a. 2340 cm
b. 2420 cm c. 2440 cm d. 2624 cm
296. What is (5 yards, 4 feet) in inches? a. 228 in.
b. 218 in. c. 192 in. d. 188 in.
297. Cindy wants to add some preservative to 0.8 kg dried fruit. What unit of measurement should she use to weigh the preservative?
a. Kilogram b. Gram c. Pound d. Liter
298. A carton contains 112 notebooks. If each notebook weighs 6 ounces, what weight unit should be used on the carton where the total weight is recorded?
a. Liter b. Ton c. Kilogram d. Pound
299. A truck is carrying 124 boxes of rootbeer. Each box contains 24 bottles and the weight of each bottle is 340 grams. What measuring unit is proper to represent the total load of the truck? a. Pound
b. Gram c. Ton d. Liter
300. A patient is to receive 2 grams of a drug. The drug comes in 500 mg/5 cc. Each vial has 10 cc. How many vials does the patient need?
a. 1 b. 2 c. 3 d. 4
301. What is the volume of a gold bar that is 4.5 cm long, 3.5 cm wide and 2 cm thick? a. 10 cm³
b. 15.75 cm³ c. 20.25 cm³ d. 31.5 cm³
302. The dimensions of a rectangle are 2 feet and 240 inches. What is the area of the rectangle? a. 5760 in.2
b. 5780 in.2
c. 5860 in.2
d. 5980 in.2
303. The line segment AE is made up of AB = 2 ft., BC = 25 in., CD = 3 ft. and DE = 35 in. What is the length of AE in inches?
a. 54 ft. b. 60 ft. c. 118 in. d. 120 in.
304. The area of a tract of land A is 232 square meters and the area of the land B is 420,000 square decimeters. Find the total area of A and B in square meters.
a. 608 m2
b. 612 m2
c. 652 m2
d. 672 m2
305. The average temperature of New York on a sunny day is 77 degrees Fahrenheit. Which is the equivalent of this temperature in degrees Celsius?
a. 37 b. 31 c. 27 d. 25
TEAS Practice Exam – Math - Section 5
Geometry
306. Find the area of the shaded region. 7 cm 9 cm 11 cm 9 cm a. 99 cm2 b. 81 cm2 c. 97 cm2 d. 101 cm2
307. Find the perimeter of the following regular figure.
4 in
a. 64 in b. 40 in c. 48 in d. 60 in
308. What is the area of the following figure? Keep your answer in terms of pi. 4 ft. a. 16π ft2 b. 12π ft2 c. π ft2 d. 4π ft2
309. Find the area of the shaded area rounded to the nearest hundredth. Use 3.14 as π. 16 in 22 in a. 75.38 in 2 b. 14.625 in 2 c. 1,760 in 2 d. 95 in 2
5 in
310. Find the perimeter of the figure. Use 3.14 as π.
a. 36.84 b. 32.48 c. 35.22 d. 45.33
311. Find the area of the figure. Use 3.14 as π.
a. 54 b. 432 c. 82.26 d. 36.84
6.29
6
14.2
6
12
6
8.73
312. Tom is building a wooden fence for his rectangular back yard. The dimensions that he wants the fence is 18 ft. by 24 ft., with one five-foot metal gate. Each piece of wood is 5 inches wide and 5 feet tall. Tom also wants one inch between each piece of wood. How many pieces of wood will he need to buy?
a. 185 pieces b. 158 pieces c. 74 pieces d. 72 pieces
313. What is the correct equation to find the perimeter of a rectangle with a length of 4 cm and a width of 8 cm?
a. 4 + 8 = 12 b. 4 * 8 = 32 c. (4*8)/2 = 16 d. 2(4) + 2(8) = 24
314. What is the length of the arc of a circle made by a 90° angle? The circle has a diameter of 8 ft. Leave your answer in terms of π.
a. 4π ft. b. 16π ft. c. 8π ft. d. 2π ft.
315. The illustration is of a small white circle within a large blue circle. The radius of the small circle is 4 in. The diameter of the large circle is 12 in. Find the area of the shaded region. Leave your answer in terms of π.
a. 16π in 2
b. 36π in 2
c. 20π in 2
d. 128π in 2
316. If RS = 12 cm, what is the length of a radius of the circle A?
a. 9.68 cm b. 9.28 cm c. 8.82 cm
d.
8.48 cm317. In the isosceles triangle ABC, the vertex angle A is 40º. What is the measurement of a side- angle? a. 70º b. 62º c. 60º
d.
55º A S R 90318. In the rhombus ABCD, m∠A = 34º. What is m∠DBC?
a. 83º b. 82º c. 78º d. 73º
319. In the isosceles right triangle ABC, BC = 14 in. What is the area of the triangle?
a. 56 in.2 b. 52.04 in.2 c. 49 in.2 d. 48.02 in.2 A B C D A B C
320. The segment line AB with A(3, 5) and B(7, 8) is translated 3 units vertically up. What are the new locations of A and B? a. A’(8, 3) and B’(3, 11) b. A’(3, 8) and B’(11, 3) c. A’(3, 11) and B’(3, 7) d. A’(3, 8) and B’(3, 11)
321. The following statements are given in the triangle ABC. p : Triangle ABC is equilateral
q : Altitudes AD and BE are equal. a. If p, then q.
b. If q, then p. c. If q, then not p. d. If p, then not q.
322. Which set of angle measures can represent the interior angles of a triangle? a. 54º, 67 and 34º
b. 32º, 48º and 90º c. 42º, 90º and 58º d. 33º, 80º and 67º
323. Which set of side-lengths can represent the sides of a triangle? a. 12, 18, 22
b. 11, 13, 24 c. 13, 15, 29 d. 14, 18, 38