review for math TSI 55 practice aafm m


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1 Eam TSI Name review for math TSI practice aafm042430m MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Solve the equation. 1) 2(  2) = 8 A) 2 B) 2 C) 1 D) 1 Solve. Objective: (3.2) Use Both Properties to Solve Equations TSI ) (  4) = 720 A) 0 B) 20 C) 20 D) 40 Objective: (3.2) Use Both Properties to Solve Equations TSI1823)  6 = 230 A) 8 B) 8 C)  D) Objective: (3.3) Solve Linear Equations Using the Addition and Multiplication Properties TSI ) = ) 2) 3) 4) A) 12 B)  2 C) 0 D) 1 12 Objective: (4.8) Solve Equations Containing Fractions TSI Find the mean. If necessar, round to one decimal place. ) 17, 1, 16, 16, 7, 19, 3, 17 A) 12 B) 11 C) 34 D) 13.7 Objective: (.7) Find the Mean of a List of Numbers TSI Find the median. If necessar, round to one decimal place. 6) 4, 6, 2, 23, 43, 47 A) 24 B) 23 C) 21. D) 2 Objective: (.7) Find the Median of a List of Numbers TSI ) 6) 1
2 Solve the proportion. 7) + 8 = 4 3 A) 24 B)  32 C) 24 7 Objective: (6.1) Solve Proportions TSI Translate to an equation and solve. 8) 19 is 4% of what number? A) 47 B) 470 C) 47. D) 76 Objective: (6.3) Solve Percent Problems TSI Find the probabilit of the event if a single choice is made from a bag. 9) A bag contains 2 red marbles, 7 blue marbles, and 3 green marbles. What is the probabilit of choosing a blue marble when one marble is drawn? D) 8 7) 8) 9) A) 7 12 B) 1 6 C) 1 4 D) 7 9 Objective: (7.) Find the Probabilit of an Event TSI ) A bag contains 7 red marbles, 2 blue marbles, and 1 green marble. What is the probabilit of choosing a marble that is not blue when one marble is drawn from the bag? A) 4 B) 4 Objective: (7.) Find the Probabilit of an Event TSI Solve. 11) A new drug is being tested that is supposed to lower cholesterol. This drug was given to 200 people and the results are below. C) 1 D) 8 ) 11) Lower Higher Cholesterol Cholesterol Cholesterol not Changed If a person is testing this drug, what is the probabilit that their cholesterol will be lower? A) B) C) D) Objective: (7.) Find the Probabilit of an Event TSI ) The length of a rectangle is 148 in. and the width is 36 in. Find its perimeter. A) 368 in. B) 184 in. C) 332 in. D) 328 in. Objective: (8.2) Use Formulas to Find Perimeters TSI ) 2
3 Find the area of the geometric figure. 13) 13) d = 9 ft Solve. Use 3.14 for π. A) 63.8 sq ft B) sq ft C) sq ft D) 6.2 sq ft Objective: (8.3) Find the Area of Plane Regions TSI ) Use the formula C = (F  32) to write 212 F as degrees Celsius. 9 A) 0 C B) C C) 13.6 C D) 8.8 C Objective: (9.) Use Formulas to Solve Problems TSI Substitute the given values into the formula and solve for the unknown variable. 1) P = 2L + 2W; P = 28, W = 6 A) 8 B) 14 C) 11 D) 22 Objective: (9.) Solve a Formula or Equation for One of Its Variables TSI Solve the inequalit. Graph the solution set and write it in interval notation. 16) (3 + 3) 14) 1) 16) A) [, ) B) (, ) C) (, ] D) (, ) Objective: (9.6) Use Both Properties to Solve Inequalities TSI
4 Determine whether the ordered pair is a solution of the given linear equation. 17) = 1; (, 0) A) no B) es Objective: (.1) Determine whether an ordered pair is a solution of an equation in two variables. TSI182 Graph the linear equation. 18) = ) 18) A) B) C) D) Objective: (.2) Graph a linear equation b finding and plotting ordered pair solutions. TSI
5 Evaluate the function. 19) Find f(3) when f() = A) 12 B) 30 C) 24 D) 27 Objective: (.6) Use function notation. TSI Solve the sstem of equations b the addition method. 20) = = 2 A) ( 4,  2) B) ( 2,  4) C) infinite number of solutions D) no solution Objective: (11.3) Use the addition method to solve a sstem of linear equations. TSI Solve. 21) The circle has a radius of 6 centimeters. Find its area. Do not approimate π. (A = πr 2 ) 19) 20) 21) 6 cm A) 36 2 π sq cm B) 12 2 π sq cm C) 36π sq cm D) 12π sq cm Objective: (12.1) Use the power rule for eponents. TSI Use the power rule and the power of a product or quotient rule to simplif the epression. 22) (2a 4 b) 2 22) A) 4a 8 b 2 B) 2a 6 b 2 C) 2a 8 b 2 D) 4a 6 b 2 23) Objective: (12.1) Use the power rules for products and quotients. TSI A) B) 2 16 C) D) 16 23) Objective: (12.1) Use the power rules for products and quotients. TSI Use the quotient rule to simplif the epression. 24) 4m3 n 7 9m 2 n A) mn 2 B) 4mn 2 C) m n 12 D) n 2 Objective: (12.1) Use the quotient rule for eponents. TSI )
6 Simplif the epression. 2) (4z 2 )(z 3 ) 2) A) 20z B) 20z 6 C) 2000z D) 20z 6 Objective: (12.1) Decide which rule(s) to use to simplif an epression. TSI Simplif. 26) If P() = 3 26, find P(). A) B) 7 C) 1 D) 64 Objective: (12.2) Define polnomial functions. TSI Multipl. 27) ( ) A) B) C) D) Objective: (12.3) Use the distributive propert to multipl polnomials. TSI Solve. 28) Find the area of the top of the table. Epress the area as a product, then multipl and simplif. 26) 27) 28) (1112) inches ( ) inches A) ( ) sq in. B) ( 2144) sq in. C) ( ) sq in. D) ( ) sq in. Objective: (12.3) Use the distributive propert to multipl polnomials. TSI
7 29) Find the volume of the rectangular solid. Epress the volume as a product, then multipl and simplif. 29) A) B) C) D) Objective: (12.3) Use the distributive propert to multipl polnomials. TSI1820 Multipl. 30) (3a  7)2 A) 9a242a + 49 B) 9a C) 3a242a + 49 D) 3a Objective: (12.4) Square a binomial. TSI1822 Simplif the epression. Write the result using positive eponents onl. 31) 4 1 A) B) 62 C) 62 D) Objective: (12.) Simplif epressions containing negative eponents. TSI1824 Perform the division. 32) 6r8  r 3 2r A) 3r 7  r 2 B) 6r 7  r 2 C) 3r 9  r 4 D) 3r 8  r 3 Objective: (12.6) Divide a polnomial b a monomial. TSI1826 Factor out the GCF from the polnomial. 33) 30 + A) (3 + 1) B) (6 + 2) C) 2(1 + ) D) (3) Objective: (13.1) Factor out the greatest common factor from a polnomial. TSI ) A) 4( ) B) 4( ) C) 4( ) D) ( ) Answer: C Objective: (13.1) Factor out the greatest common factor from a polnomial. TSI ) 31) 32) 33) 34) 7
8 Factor the trinomial completel. If the polnomial cannot be factored, write ʺprime.ʺ 3) A) ( + 7)(  8) B) ( + 8)(  7) C) ( + 1)(  6) D) prime Objective: (13.2) Factor trinomials of the form ^2 + b + c. TSI ) A) (  6)( + 3) B) ( + 6)(  3) C) (  6)( + ) D) (  )( + 3) Answer: B Objective: (13.2) Factor trinomials of the form ^2 + b + c. TSI Factor the binomial completel. 37) A) (9 + 7)(97) B) (97)2 C) (9 + 7)2 D) prime Objective: (13.) Factor the difference of two squares. TSI ) A) B) C) D) + 8 Objective: (13.) Factor the difference of two squares. TSI Solve the equation. 39) ( + 17) = 0 A) 17, 0 B) 17, 0 C) 1, 17 D) 1, 17 Objective: (13.6) Solve quadratic equations b factoring. TSI ) = 0 A) , 8 B), 8 C) , 1 D), 8 Objective: (13.6) Solve quadratic equations b factoring. TSI ) = 28 A) 7, 4 B) 7, 4 C) 7, 1 D) 7, 4 Objective: (13.6) Solve quadratic equations b factoring. TSI ) 36) 37) 38) 39) 40) 41) 42) = 0 42) A) 0, 3, 4 B) 3, 4 C) 0, 3, 4 D)  1 3, 4 Objective: (13.6) Solve equations with degree greater than 2 b factoring. TSI
9 Solve. 43) The area of a square is 49 square miles. Find the length of a side of the square. A) 7 mi B) 12.2 mi C) 24. mi D) 7 mi Objective: (13.7) Solve problems that can be modeled b quadratic equations. TSI Solve the problem. 44) If f() =  8, find f(2) A) 2 B) 1 C) 0 D) 2 Objective: (14.1) Use rational functions in applications. TSI182 Find the product and simplif. 4) A) 12 B) 12 C) D) ) 44) 4) Objective: (14.2) Multipl rational epressions. TSI Solve the equation. 46) = + 4 A) 1 B) 7 9 C) 7 20 D) ) Objective: (14.) Solve equations containing rational epressions. TSI )  a + 3 a 4 = 7 a A) 8 B) 4 C) 8 D) 4 Objective: (14.) Solve equations containing rational epressions. TSI Solve the absolute value equation. 48) + 3 = 6 A) 9, 3 B) 9, 3 C) 3 D) Objective: (16.2) Solve absolute value equations. TSI Evaluate. 49) If f() = 2 + 6, find the value of f(1). A) 6 B) 36 C) 30 D) 30 Objective: (17.1) Find function values of square and cube roots. TSI ) 48) 49) 9
10 Solve. 0) + 4 = 8 A) 60 B) 64 C) 68 D) 144 Objective: (17.6) Solve equations that contain radical epressions. TSI Use the square root propert to solve the equation. 1) (  )2 = 36 A) 11, 1 B) 41 C) 6, 6 D) 1, 11 Objective: (18.1) Use the square root propert to solve quadratic equations. TSI Use the quadratic formula to solve the equation. 2) = 0 A)  6, 8 B) 6, 8 C) 6, 8 D) 48, 0 Objective: (18.2) Solve quadratic equations b using the quadratic formula. TSI ) 1) 2) 3) = 0 3) A) 9 2, 1 B) 2 9, 1 C) 2 9, 1 D) 2 9, 0 Objective: (18.2) Solve quadratic equations b using the quadratic formula. TSI
11 Match the function with its graph. 4) f() = 24 A) B) 4) (0, 4) (0, 4) C) D) (0, 4) (0, 4)   Objective: (18.6) Graph a quadratic function and find the verte, intercepts, and direction of opening. TSI Solve. ) Four bacteria are placed in a petri dish. The population will triple ever da. The formula for the number of bacteria in the dish on da t is N(t) = 4(3) t, where t is the number of das after the four bacteria are placed in the dish. How man bacteria are in the dish five das after the four bacteria are placed in the dish? A) 972 bacteria B) 60 bacteria C) 00 bacteria D) 12 bacteria Objective: (19.3) Solve problems modeled b eponential equations. TSI ) 11
12 Answer Ke Testname: AAFM042430MTSI 1) A 2) A 3) A 4) A ) A 6) A 7) A 8) A 9) A ) A 11) A 12) A 13) A 14) A 1) A 16) A 17) A 18) A 19) A 20) A 21) A 22) A 23) A 24) A 2) A 26) A 27) A 28) A 29) A 30) A 31) A 32) A 33) A 34) C 3) A 36) B 37) A 38) A 39) A 40) A 41) A 42) A 43) A 44) A 4) A 46) A 47) A 48) A 49) A 0) A 12
13 Answer Ke Testname: AAFM042430MTSI 1) A 2) A 3) A 4) A ) A 13
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Eam TSI 182 Name review for math TSI 182 practice 01704041700aafm042430m www.alvarezmathhelp.com MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Simplif.
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