Exam - Nursingnursingtestbank1.com/wp-content/uploads/2018/05/0321912152_Te… · 6) A person's emotional quotient (EQ) is found by multiplying emotional age by 100 and dividing by

Exam

Name___________________________________

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

Solve the problem.1) A bank loaned out $70,000, part of it at the rate of 2.25% per year and the rest at a rate of 3.75% per

year. If the interest received was $2220.00, how much was loaned at 2.25%?1)

A) $42,000 B) $27,000 C) $43,000 D) $28,000Answer: BDiff: 0 Type: BI

Solve the equation.2) -7x - 4 = x - 7 2)

A) 38 B) 11

8 C) 37 D) 11

7

Answer: ADiff: 0 Type: BI

Solve the problem.3) Don James wants to invest $65,000 to earn $1143 per year. He can invest in B-rated bonds paying

2.1% per year or in a Certificate of Deposit (CD) paying 1.5% per year. How much money should beinvested in each to realize exactly $1143 in interest per year?

3)

A) $28,000 in B-rated bonds and $37,000 in a CDB) $37,000 in B-rated bonds and $28,000 in a CDC) $36,000 in B-rated bonds and $29,000 in a CDD) $29,000 in B-rated bonds and $36,000 in a CD


Solve the formula for the indicated variable.4) S = 2 rh + 2 r2, for h 4)

A) h =S

2 r- 1 B) h = 2 (S - r) C) h =

S - 2 r22 r

D) h = S - r

Answer: CDiff: 0 Type: BI

Solve the equation.

5) x + 25

=x - 7

4 5)

A) 27 B) 43 C) 37 D) -439

Answer: BDiff: 0 Type: BI

1

Solve the problem.6) A person's emotional quotient (EQ) is found by multiplying emotional age by 100 and dividing by

chronological age. Using this information, if a 21 yr old person has an EQ of 97 what is thatperson's emotional age?

6)

A) 23.6 years old B) 21.65 years old C) 20.37 years old D) 21 years oldAnswer: CDiff: 0 Type: BI

7) Walt made an extra $10,000 last year from a part-time job. He invested part of the money at 2% andthe rest at 3.75%. He made a total of $270.00 in interest. How much was invested at 3.75%?

7)

A) $6000 B) $5000 C) $4000 D) $8000Answer: CDiff: 0 Type: BI

8) In triangle ABC, angle A is three times as large as angle C. The measure of angle B is 25° less thanthat of angle C. Find the measure of the angles.

8)

A) 123° , 16° and 82° B) 82° , 16° and 82°C) 82° , 16° and 41° D) 123° , 16° and 41°

Answer: DDiff: 0 Type: BI

9) Your home state uses a linear model y= 24(x - 70) + 1274 to predict the number of vacationers (y) ascompared to the average temperature for that week (x). Find the number of vacationers predictedfor a week with an average temperature of 85 degrees.

9)

A) 30,936 vacationers B) 1634 vacationersC) 3244 vacationers D) 4994 vacationers


10) Find the length of a rectangular lot with a perimeter of 72 m if the length is 6 m more than thewidth.

10)

A) 42 m B) 36 m C) 21 m D) 15 mAnswer: CDiff: 0 Type: BI

Solve for y.11) y - 10(x + 4) = 10 + 2y 11)

A) y = 10x + 30 B) y = -10x + 50 C) y = 10x + 50 D) y = -10x - 50Answer: DDiff: 0 Type: BI

Solve the problem.12) Find the height of a moving box if its length is 29 in., its width is 36 in., and its surface area is

4038 in2. Assume that the surface area includes the top of the moving box.12)

A) 29 in. B) 36 in. C) 15 in. D) 15,660 in.Answer: CDiff: 0 Type: BI

2

Decide whether the statement is true or false.13) -11 is a solution of 3x + 7 = -29. 13)

A) True B) FalseAnswer: BDiff: 0 Type: BI

Solve for y.14) 2x + 5y = 2 14)

A) y =72x B) y =

2 - 2x5 C) y = 2 + 2x D) y = 7 - 2x


Solve the problem.15) Sophia borrowed $12,109 at 4.5% simple interest for 6 months. How much will the interest amount

to? What is the total amount that she will have to pay back at the end of 6 months? Round answersto the nearest cent if necessary.

15)

A) $317.86; $12,426.86 B) $274.74; $12,383.74C) $227.04; $12,336.04 D) $272.45; $12,381.45


Decide whether or not the equations are equivalent.16) z2 = 9

z = 316)

A) Not equivalent B) EquivalentAnswer: ADiff: 0 Type: BI

Solve the formula for the indicated variable.17) A = P(1 + nr), for n 17)

A) n =Ar B) n =

A - PPr C) n =

P - APr D) n =

PrA - P


Decide whether the statement is true or false.18) -1 is a solution of -5x = 6. 18)


Solve the formula for the indicated variable.19) P = s1 + s2 + s3, for s1 19)

A) s1 = s2 + P - s3 B) s1 = P - s2 - s3 C) s1 = P + s2 + s3 D) s1 = s2 + s3 - P


3

Decide whether or not the equations are equivalent.20) x = 1 - 3x

2x = 120)

A) Equivalent B) Not equivalentAnswer: BDiff: 0 Type: BI

Solve for y.21) 7x2 - y + 6x = 0 21)

A) y = -7x2 + 6x B) y = -7x2 - 6x C) y = 7x2 + 6x D) y = 7x2 - 6xAnswer: CDiff: 0 Type: BI

Solve the problem.22) Chuck and Dana agree to meet in Chicago for the weekend. Chuck travels 276 miles in the same

time that Dana travels 246 miles. If Chuck's rate of travel is 5 mph more than Dana's, and theytravel the same length of time, at what speed does Chuck travel?

22)

A) 53 mph B) 46 mph C) 41 mph D) 39 mphAnswer: BDiff: 0 Type: BI

23) A cylindrical container has a volume of 392 cm3 and a radius of 7 cm. Find the height of thecontainer.

23)

A) 22 cm B) 7 cm C) 4 cm D) 8 cmAnswer: DDiff: 0 Type: BI

Solve the formula for the indicated variable.

24) V =13

Bh, for h 24)

A) h =V3B B) h =

B3V C) h =

3VB D) h =

3BV


Solve the problem.25) It is necessary to have a 40% antifreeze solution in the radiator of a certain car. The radiator now

has 70 liters of 20% solution. How many liters of this should be drained and replaced with 100%antifreeze to get the desired strength?

25)

A) 28 L B) 17.5 L C) 35 L D) 23.3 LAnswer: BDiff: 0 Type: BI

26) From a point on a river, two boats are driven in opposite directions, one at 6 miles per hour and theother at 10 miles per hour. In how many hours will they be 48 miles apart?

26)

A) 3 hr B) 4 hr C) 5 hr D) 1 hrAnswer: ADiff: 0 Type: BI

4

Solve the equation.27) -9.9x + 1.3 = -23.6 - 1.6x 27)

A) {-33} B) {2.5} C) {2.7} D) {3}Answer: DDiff: 0 Type: BI

Solve for y.28) 7 = 4x - 9y 28)

A) y = 16 + 4x B) y = 16 - 4x C) y =4x + 7

9 D) y =4x - 7

9


29) 10x - 3(x + y) = y - x 29)A) y = 2x B) y = 8x C) y = 8x + 4 D) y = 8x - 4


Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.30) 40x + 25 = 5(3x - 30) 30)

A) Conditional; {5} B) Conditional; {-7}C) Contradiction; D) Identity; {all real numbers}


Decide whether the statement is true or false.31) 7 is a solution of 4x - 5x = 58. 31)


Decide whether or not the equations are equivalent.32) 4x - 5 = 8

-4x + 8 = -532)

A) Not equivalent B) EquivalentAnswer: BDiff: 0 Type: BI

5

Solve the problem.33) A bookcase is to be constructed as shown in the figure below. The height of the bookcase is 4 feet

longer than the length of a shelf. If 26 feet of lumber is available for the entire unit (including theshelves, but NOT the back of the bookcase), find the length and height of the unit.

33)

A) length = 3 ft; height = 7 ft B) length = 4.5 ft; height = 8.5 ftC) length = 11.0 ft; height = 13.5 ft D) length = 3 ft; height = 12 ft


Solve the equation.

34) 7x9

- 12 = x 34)

A) {54} B) {216} C) {108} D) {-54}Answer: DDiff: 0 Type: BI

Solve the problem.35) A toy company uses the linear model y = -2x + 380 to predict the decline in sales of a toy after it has

been on the market more than one year. If x is the number of months after the first year and y is thenumber of toys sold in hundreds during that month, how many toys will be sold 11 months afterthe first year?

35)

A) 35,800 toys B) -18,450 toys C) 40,200 toys D) -74,900 toysAnswer: ADiff: 0 Type: BI

36) In triangle ABC, the angle C is six times as large as angle A. The measure of angle B is 60° greaterthan that of angle A. Find the measure of the angles.

36)

A) 15° , 75° and 90° B) 15° , 90° and 75°C) 15° , 90° and 90° D) 15° , 75° and 105°


37) Find the corresponding Celsius temperature for a temperature of 76°F. Round to the nearest tenth,if necessary.

37)

A) 24.4°C B) 79.2°C C) 38.7°C D) 168.8°CAnswer: ADiff: 0 Type: BI

6

Solve the equation.

38) 1 -107x

=84 38)

A) -107 B) 10 C) -

407 D) 10

7


Solve the problem.39) A rectangular Persian carpet has a perimeter of 180 inches. The length of the carpet is 24 in. more

than the width. What are the dimensions of the carpet?39)

A) Width: 57 in.; length: 81 in. B) Width: 33 in.; length: 57 in.C) Width: 66 in.; length: 90 in. D) Width: 78 in.; length: 102 in.


Determine whether or not the equation is linear.40) 0.06x2 - 0.07x = 0.90 40)

A) Linear B) Not linearAnswer: BDiff: 0 Type: BI

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.41) -0.2(x + 2) + 0.7(x + 2) = 0.5x + 1 41)

A) Contradiction; B) Identity; {all real numbers}C) Conditional; {0.5} D) Conditional; {-2}



42) F =95

C + 32, for C 42)

A) C =95

(F - 32) B) C =F - 32

9 C) C =59

(F - 32) D) C =5

F - 32


Solve the problem.43) On a recent trip, Sarah's car traveled 20 mph faster on the first 110 miles than it did on the

remaining 80 miles. The total time for the trip was 4 hr. Find the speed of Sarah's car on the firstpart of the trip.

43)

A) 38 mph B) 9 mph C) 58 mph D) 31 mphAnswer: CDiff: 0 Type: BI

7

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.44) 5(2x - 31) = 10x - 155 44)

A) Contradiction; B) Conditional; {0}C) Identity; {all real numbers} D) Identity;


Determine whether or not the equation is linear.45) 5x - 4x = 0 45)

A) Linear B) Not linearAnswer: ADiff: 0 Type: BI

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.46) 7(x - 8) + (-10x) = -3(x + 6) + 10 46)

A) Conditional; {0} B) Conditional; {-1}C) Contradiction; D) Identity; {all real numbers}


Solve the problem.47) Kevin invested part of his $5000 bonus in a certificate of deposit that paid 2% annual simple

interest, and the remainder in a mutual fund that paid 4% annual simple interest. If his totalinterest for that year was $190, how much did Kevin invest in the mutual fund?

47)

A) $4690.00 B) $4500.00 C) $4791.00 D) $4981.00Answer: BDiff: 0 Type: BI

48) Jill is 16 kilometers away from Joe. Both begin to walk toward each other at the same time. Jillwalks at 1.5 kilometers per hour. They meet in 4 hours. How fast is Joe walking?

48)

A) 1.5 km/hr B) 3.5 km/hr C) 2.5 km/hr D) 4.5 km/hrAnswer: CDiff: 0 Type: BI

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.49) 0.7(x - 9) - 0.9(x - 9) = -0.2x + 1.8 49)

A) Contradiction; B) Conditional; {1.6}C) Conditional; {-9} D) Identity; {all real numbers}


Determine whether or not the equation is linear.50) 0.06x - 0.07x = 0.90 50)

A) Not linear B) LinearAnswer: BDiff: 0 Type: BI

8

Solve the equation.51) -7[-2x - 5 + 3(x + 1)] = 3x - 6 51)

A) - 25 B) 10 C) - 5 D) 2Answer: DDiff: 0 Type: BI

Solve the problem.52) How much pure acid should be mixed with 5 gallons of a 50% acid solution in order to get an 80%

acid solution?52)

A) 7.5 gal B) 12.5 gal C) 20 gal D) 2.5 galAnswer: ADiff: 0 Type: BI

Determine whether or not the equation is linear.53) 2x - 7 = 0 53)


Solve the problem.54) Find the corresponding Fahrenheit temperature for a temperature of 31°C. Round to the nearest

tenth, if necessary.54)

A) -0.6°F B) 113.4°F C) 87.8°F D) 35°FAnswer: CDiff: 0 Type: BI

Use these equations to convert between the two systems.

C =59

(F - 32) F =95

C + 32

Round answer to the nearest tenth of a degree if necessary.55) C = 61° 55)

A) F = 16.1° B) F = 51.7° C) F = 167.4° D) F = 141.8°Answer: DDiff: 0 Type: BI

Solve the problem.56) A chemist needs 80 milliliters of a 20% solution but has only 16% and 32% solutions available. Find

how many milliliters of each that should be mixed to get the desired solution.56)

A) 70 mL of 16%; 10 mL of 32% B) 20 mL of 16%; 60 mL of 32%C) 10 mL of 16%; 70 mL of 32% D) 60 mL of 16%; 20 mL of 32%


Solve the formula for the indicated variable.57) I = Prt, for r 57)

A) r =I

Pt B) r =P - 1

It C) r = P - It D) r =P - I1 + t


9

Solve the problem.58) How many liters of a 10% alcohol solution must be mixed with 90 liters of a 60% solution to get a

30% solution?58)

A) 135 L B) 13.5 L C) 22.5 L D) 225 LAnswer: ADiff: 0 Type: BI


59) I =nE

nr + R, for n 59)

A) n =R

E - Ir B) n =IR

Ir + E C) n = IR(Ir - E) D) n =IR

E - Ir


Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.60) 10x + 87 = 2(5x + 39) 60)

A) Conditional; {-5} B) Identity; {all real numbers}C) Contradiction; D) Conditional; {5}


Solve the problem.61) Noah and Ben are running in the Walker Street Fun Run. Noah runs at 7 mph, Ben at 5 mph. If they

start at the same time, how long (in minutes) will it be before they are 15

mile apart?

61)

A) 150 min B) 24 min C) 6 min D) 10 minAnswer: CDiff: 0 Type: BI

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.62) 5x + 8(x + 1) + 3 = 11 - 4x 62)

A) Identity; {all real numbers} B) Conditional; {0}C) Conditional; {1} D) Contradiction;


Solve the problem.63) Helen Weller invested $10,000 in an account that pays 1.5% simple interest. How much additional

money must be invested in an account that pays 3% simple interest so that the average return onthe two investments amounts to 2%?

63)

A) $10,000 B) $6000 C) $5000 D) $7000Answer: CDiff: 0 Type: BI

10

Determine whether or not the equation is linear.64) 4x - 7(x - 9) = 13x 64)


Solve the problem.65) Candy and Delvis are riding bicycles in the same direction. Candy is traveling at a speed of 5 miles

per hour, and Delvis is traveling at a speed of 7 miles per hour. In 5 hours what is the distancebetween them (assuming that they began at the same point and time)?

65)

A) 10 mi B) 11 mi C) 19 mi D) 7 miAnswer: ADiff: 0 Type: BI

Solve the formula for the indicated variable.66) P = 2l + 2w, for w 66)

A) w =P - 2l

2 B) w =P2

- 2l C) w =P

2l + 2 D) w = P - 2l - 2


Solve the problem.67) A square plywood platform has a perimeter which is 7 times the length of a side, decreased by 18.

Find the length of a side.67)

A) 3 B) 1 C) 6 D) 9Answer: CDiff: 0 Type: BI

68) A triangular shaped lake-front lot has a perimeter of 800 ft. One side is 100 ft longer than theshortest side, while the third side is 400 ft longer than the shortest side. Find the lengths of all threesides.

68)

A) 200 ft, 200 ft, 200 ft B) 200 ft, 300 ft, 600 ftC) 100 ft, 200 ft, 300 ft D) 100 ft, 200 ft, 500 ft


Solve for y.69) 3y + x2 = x + 4 69)

A) y =x2 - x - 4

3B) y = x + 4 - x2 C) y =

x + 4 - x23

D) y = x2 - x - 4


Decide whether the statement is true or false.70) -5 is a solution of -7x = 35. 70)

A) True B) FalseAnswer: ADiff: 0 Type: BI

11

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.71) 3(12x + 8) = 6(2x + 8) 71)

A) Contradiction; B) Conditional; {1}C) Identity; {all real numbers} D) Conditional; {-3}


Solve for y.72) 9x + 6 = 8y - 7 72)

A) y =9x + 13

8 B) y =9x - 13

8 C) y = 9x - 13 D) y = 9x + 13


Determine whether or not the equation is linear.73) 2x2 - 5x + 2 = 0 73)

A) Linear B) Not linearAnswer: BDiff: 0 Type: BI

Solve the equation.

74) x + 23

=x + 4

7 74)

A) 132 B) 5

2 C) -15 D) -

12


Solve the problem.75) Mardi received an inheritance of $50,000. She invested part at 1.75% and deposited the remainder

in tax-free bonds at 2%. Her total annual income from the investments was $900. Find the amountinvested at 1.75%.

75)

A) $39,000 B) $40,000 C) $20,000 D) $49,100Answer: BDiff: 0 Type: BI

76) A circular hole is filled with concrete to make a footing for a load-bearing pier. The hole measures15 inches across and requires 1.5 bags of concrete in order to fill it to ground level. What is thedepth of the hole? Round your answer to the nearest inch. (One bag of concrete, when mixed withthe appropriate amount of water, makes 1800 in.3 of material.)

76)

A) 19 in. B) 15 in. C) 21 in. D) 12 in.Answer: BDiff: 0 Type: BI

12

77) In the morning, May drove to an appointment at 50 mph. Her average speed on the return trip in

the afternoon was 40 mph. The return trip took 12

hour longer. How far did she travel to the

appointment?

77)

A) 80 mi B) 30 mi C) 100 mi D) 2 miAnswer: CDiff: 0 Type: BI

78) Hannah borrowed $51,224 at 6% simple interest for 16 months. How much will the interest amountto? What is the total amount that she will have to pay back at the end of 16 months? Round answersto the nearest cent if necessary.

78)

A) $4354.04; $55,578.04 B) $4132.36; $55,356.36C) $4097.92; $55,321.92 D) $3841.80; $55,065.80


Decide whether the statement is true or false.79) 6 is a solution of -7x + 3x = -24. 79)


Solve the problem.80) Levi borrowed $7129 at 4% simple interest for 6 months. How much will the interest amount to?

What is the total amount that Levi will have to pay back at the end of 6 months? Round answers tothe nearest cent if necessary.

80)

A) $142.58; $7271.58 B) $118.82; $7247.82C) $166.34; $7295.34 D) $143.78; $7272.78


Decide whether or not the equations are equivalent.

81) x + 15

=45

x + 2 = 5

81)

A) Not equivalent B) EquivalentAnswer: BDiff: 0 Type: BI

Solve the formula for the indicated variable.82) A = bh, for b 82)

A) b = A - b B) b = Ab C) b =Ah D) b =

hA


13

Solve the equation.83) -3x - 5 - 6(x + 1) = 3x + 5 83)

A) - 2 B) -43 C) -

163 D) -

12


Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.84) 2(2x - 15) - 4x + 30 = 0 84)

A) Identity; {all real numbers} B) Contradiction;C) Conditional; {2} D) Conditional; {0}


Solve the problem.85) A computer company uses the linear model y = -21x + 13,082 to predict the decline in sales of a

computer after it has been on the market more than one year. If x is the number of months after thefirst year and y is the number of computers sold during that month, how many computers will besold 11 months after the first year?

85)

A) 622 computers B) 12,599 computersC) 13,313 computers D) 12,851 computers


Decide whether the statement is true or false.86) 1 is a solution of -4x + 7x = 2x. 86)



C =59

(F - 32) F =95

C + 32

Round answer to the nearest tenth of a degree if necessary.87) F = 1° 87)

A) C = 18.3° B) C = -17.2° C) C = -55.8° D) C = -3°Answer: BDiff: 0 Type: BI

Decide whether or not the equations are equivalent.88) x = -5

x2 = 2588)


14

Solve the problem.89) Roberto invested some money at 2.75%, and then invested $4000 more than twice this amount at

3%. His total annual income from the two investments was $1257.50. How much was invested at3%?

89)

A) $30,000 B) $12,000 C) $3000 D) $26,000Answer: ADiff: 0 Type: BI

Decide whether the statement is true or false.90) 7 is a solution of 2x - 4 = 10. 90)


Decide whether or not the equations are equivalent.91) 4x - 2 = 9

-4x - 2 = 991)


Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.92) 2 3 - (5 - 5x) - x = -10 + 3(2 + 3x) 92)

A) Conditional; {-5} B) Conditional; {10}C) Contradiction; D) Identity; {all real numbers}


Solve the problem.93) In a chemistry class, 6 liters of a 4% silver iodide solution must be mixed with a 10% solution to get

a 6% solution. How many liters of the 10% solution are needed?93)

A) 4 L B) 6 L C) 3 L D) 2 LAnswer: CDiff: 0 Type: BI

Solve for y.94) 4x - 9y = 7 94)

A) y =4x + 7

9 B) y =4x - 7

9 C) y = 4x - 16 D) y = 4x + 16


Solve the equation.95) 3x - 7 - 7(x + 1) = -(6x + 3) 95)

A) 113 B) 11

2 C) 172 D) 17

3


15

Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.96) 24(x - 3) = 3(8x - 4) - 60 96)

A) Conditional; {-72} B) Identity; {all real numbers}C) Conditional; {0} D) Contradiction;



C =59

(F - 32) F =95

C + 32

Round answer to the nearest tenth of a degree if necessary.97) C = 12° 97)

A) F = -11.1° B) F = 79.2° C) F = 24.4° D) F = 53.6°Answer: DDiff: 0 Type: BI

98) F = 116° 98)A) C = 240.8° B) C = 151.2° C) C = 60.9° D) C = 46.7°


Solve the formula for the indicated variable.99) R = nE - nr, for n 99)

A) n = R - E + r B) n = R + nr - E C) n =R

E - r D) n =R + nr

E


Solve the problem.100) An airplane leaves Los Angeles for Denver at a speed of 420 mph. Thirty minutes later, a plane

going from Denver to Los Angeles leaves Denver, which is 850 miles from Los Angeles, at a speedof 520 mph. When they meet, how far are they from Denver?

100)

A) 61 mi B) 123 mi C) 354 mi D) 307 miAnswer: CDiff: 0 Type: BI

101) Tom Quig traveled 240 miles east of St. Louis. For most of the trip he averaged 60 mph, but for oneperiod of time he was slowed to 20 mph due to a major accident. If the total time of travel was 6hours, how many miles did he drive at the reduced speed?

101)

A) 60 mi B) 70 mi C) 55 mi D) 80 miAnswer: ADiff: 0 Type: BI

Solve for y.102) 3x = 4y - 3 102)

A) y = 7 - 3x B) y =3x + 3

4 C) y = 7 + 3x D) y =3x - 3

4


16

Solve the equation.103) 4[3x + 5 + 7(x + 1)] = 7x + 5 103)

A) -111 B) -

4333 C) - 1 D) -

433


Solve the problem.104) An airplane flies from Metro City to Gotham with a tailwind that increases its normal speed by

80 mph. On the return trip, the plane must fly against this wind, which decreases its normal speedby the same amount. The flight from Metro City takes 2.09 hours and the return trip takes3.33 hours. How far is it from Metro City to Gotham?

104)

A) 1020 mi B) 1200 mi C) 1100 mi D) 900 miAnswer: DDiff: 0 Type: BI

Determine whether or not the equation is linear.105) 3x = 5x + 8x 105)


106) 2x - 5x(x - 2) = 13x 106)A) Not linear B) Linear


Decide whether the equation is an identity, a conditional equation, or a contradiction. Give the solution set.107) -10x + 50 + 2(5x - 21) = 0 107)

A) Identity; {all real numbers} B) Contradiction;C) Conditional; {5} D) Conditional; {1}


17

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Exam - Nursingnursingtestbank1.com/wp-content/uploads/2018/05/0321912152_Te… · 6) A person's emotional quotient (EQ) is found by multiplying emotional age by 100 and dividing by