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business
multinational business finance
Questions and Answers of
Multinational Business Finance
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. (x-1)(x) (x)-3 b. (81x)
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. 2 ( b. XIX
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. b. -3
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. (xy)4 b. x5xx7
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. xxx (23) x b. (xy)5
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. -xxx b. (-y) (y)
Simplify the expressions and express your answers with positive exponents.AppendixLO1 26 a. xx (-x)5 b. (y) (y)
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. (5x)(4x) b. (x) x (x)x5
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. (3x) (6x) b. xxx 30 + x
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. b. (x5)4x X
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. b. (x5)4x20 X
Simplify the expressions and express your answers with positive exponents.AppendixLO1 0 xx xx a. x x x b. 0 X
Simplify the expressions and express your answers with positive exponents.AppendixLO1 a. xxx b. x X
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 252252 b. 34x24
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 5 253 5 b. 927 93
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 2 4 b. 13
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 -100(-10) b. -5(-25)
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 13 a. (26) 32 b. (9)2
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. (515)5 3 b. (16)4
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. (( b. 34 x 3 (4+2)
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. (() b. 104 10(3+2)
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 32 x 33 b. (2 x 3)4
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 12-8 129 b. (5 x 2)
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. -104 10 b. (-5)x (4)
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. -24 x 22 b. (-2) (3)
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 39 3 35 (25)4 b. 46
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 29 2 a. b. 25 (25)4 163
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 10 a. 10 b. 37 27
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 8 8 3 b. 56 125
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 54-42 b. 40-44
Simplify where possible and then evaluate. Round to two decimal places, wherever applicable.AppendixLO1 a. 103-72 b. 30 + 3*
Matteo invested his bonus amount of $10,000 in high-risk and low-risk stocks. His investment in high-risk stocks was $2000 less than half his investment in low-risk stocks. What was his investment in
A retail store received a total of 1260 units of Product A and Product B. If the quantity of Product A was 147 less than three-fourths the quantity of Product B, how many units of Product A did they
Davina's hourly rate of pay is $3.50 more than Ryan's hourly rate. If they worked for seven hours each and earned a total of $248.50, calculate their individual hourly rates of pay.AppendixLO1
A project lead and an intern worked for 30 hours each to develop a web page. The lead's hourly rate is two times that of the intern and they were paid a total of $1620 to develop the web page. What
Movie tickets that were sold to each child were $3 cheaper than those sold to each adult. If a family of two adults and two children paid $34 to watch a movie at the cinema, what was the price of
Giri had twice the number of quarters (25 cents) in his bag than dimes (10 cents). If he had a total of 54 coins, how many of them were quarters? What was the total dollar value of these
Fifty more than eight times a number is the same as four less than ten times the number. What is the number?AppendixLO1
Eighteen less than three times a number is the same as ten more than the number. What is the number?AppendixLO1
A 20-metre long chain is cut into two pieces. One piece is one-third (3) the length of the other. Calculate the length of each piece.AppendixLO1
An 18-metre long wire is cut into two pieces. One piece is four-fifths the length of the other. Calculate the length of each piece.AppendixLO1
Saul is paid $270 a week. He worked 9 hours overtime last week and received $954. Calculate his overtime pay per hour.AppendixLO1
Lisa is paid $840 a week. Her overtime rate is $28 per hour. Last week she received $1036. How many hours overtime did she work last week?AppendixLO1
Emil and Tam shared $500. If Emil's share was $150 less than Tam's, calculate the size of each of their shares.AppendixLO1
A profit of $85,750 was shared by the two partners of a business. If one partner received $12,300 more than the other, how much did each of them receive?AppendixLO1
A 25-metre long wire is cut into 2 pieces. One piece is 7 metres longer than the other. Calculate the length of each piece.AppendixLO1
A 9-metre long pipe is cut into 2 pieces. One piece is twice the length of the other piece. Calculate the length of each piece.AppendixLO1
If three times a number plus twenty is seven times that number, what is the number?AppendixLO1
Fifteen less than three times a number is twice that number. What is the number?AppendixLO1
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 4(2x-5) 32 4(x-2) -
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 (5+0.5x)(1 + 3) = -1.2(2x+4)+25
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 4(y+7)-2(y-4) = 3(y - 2)
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 8(2y+4) 6(3y+7)=3y
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 15+5(x-10)=3(x-1)
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 2(x-3)+3(x-5)=4
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 7 5 5x-3 4x
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 5 31 y+2 y
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 5 3 y+4 9-2
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 3 2 x + 1 x-3
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 x-5 2 + x+2 = 41 3
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 7 3 (2x-1)+(x + 1) = 3 12 4
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 2(3x 7) 28-3(x + 1)
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 4(2x-5)=32-4(x-2)
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 8x7 3x-6x-15+x
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 x-2-4x=-3x-8+5x
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. x+0.13x= 75 b. x + 0.08x110
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. x+0.08x= 45 b. 4x + 5 = 25
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. 5x = 20 b. 11x+4= 17
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. 4x=24 b. 4x + 5x = 25
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 4 3 10 4 a. x b. = x 5 5 15 3
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 1 5 56 b. 7x 16 22 a. x 6
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. 21+x=4 b. 16+x=22
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. 50+ x 45 = b. 12+x=38
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. x 20 10 b. 22 40 x
Solve for the unknown using properties of equations, and round to two decimal places, wherever applicable.AppendixLO1 a. x 25 17 - b. 54 23 x -
Write the algebraic equation and solve the equation.a. A number divided by five is four.b. Two-thirds a number is twelve.AppendixLO1
Write the algebraic equation and solve the equation.a. The product of a number and four is twenty-eight.b. A number divided by three is three.AppendixLO1
Write the algebraic equation and solve the equation.a. The sum of a number and six is ten.b. Six times a number is seventy-two.AppendixLO1
Write the algebraic equation and solve the equation.a. A number decreased by fifteen is five.b. Two-fifths a number is six.AppendixLO1
Factor the expressions by grouping.AppendixLO1 a. xx xy-y b. 2x 2x + 3y+2x+3xy
Factor the expressions by grouping.AppendixLO1 a. x - 4y+4x-xy b. 5xy- 10x + y - 2y
Factor the expressions by grouping.AppendixLO1 a. 5x(y+2)+3y+6 b. 4y(x-5)-x+5x C. xy 2y+5x-10
Factor the expressions by grouping.AppendixLO1 a. - 7x (m 4)+3m - 12 b. 3y(x-1)+2x2x C. 4x xy 20y+5y
Factor the expressions using the GCF.AppendixLO1 a. 10ab - 8bc b. 8a-4a C. 10x-6x-4x
Factor the expressions using the GCF.AppendixLO1 a. 6xy - 9yz b. 10x-4x C. 60y - 40y - 180y
Factor the expressions using the GCF.AppendixLO1 a. 6x'y-3xy-9y b. 15y - 12y-3 C. 6ab2-8ba2
Factor the expressions using the GCF.AppendixLO1 12a b 16ab24b b. 33x - 3x-11x C. 12xy - 18yx
Identify like terms, group them, simplify, and evaluate: 3a+6b16c-a +8b+4c+2, where a = 3, b = 2, c = 1 x, where x = -5a. b. x-x+2x -AppendixLO1
Identify like terms, group them, simplify, and evaluate:a. 3x-60y-17z-2x+62y+4z + 1, where x = 5, y = 8, z=2b. -a-3a+3a + 4a, where a = 15 AppendixLO1
Simplify and evaluate the expressions.AppendixLO1 a. - (6x)(3x) (5x)(4x), where x = 3 b. (2x)(0.5x + 4x)(5x + x), where x = 5
Simplify and evaluate the expressions.AppendixLO1 a. (10x x 4.5x) (11xx 4x), where x = 50 b. (4x)(12x + 0.25x)(0.5x + x), where x = 3
Simplify and evaluate the expressions.AppendixLO1 a. 6y+4y-7y, where y = 10 b. 2z-z+7z, where z = 7
Simplify and evaluate the expressions.AppendixLO1 a. - 3x+5x 8x, where x = 4 b. 3A- A+ 6A, where A = 10
Evaluate the following expressions, given x = -2 and y = 3:AppendixLO1 19x-5y (3x) + (3y) b. x+6x+8 d. -2x+3x+8y C. a. 611
Evaluate the following expressions, given x = 5 and y = 4:AppendixLO1 7x-5y (2x) + (2y) b. x+10x+7 C. d. 4x+10x+48y a. 3 5y
Identify like terms, group them, and simplify.AppendixLO1 a. -2x+8x12x+5y + 7y b. 6xy - 2xy-4x + 2xy + 3xy + 2x+4
Identify like terms, group them, and simplify.AppendixLO1 a. 3x+6x-20x + 8y + 8y + 5x b. 3xy-12xy-6xy - 5xy - 2xy - 4xy
Identify like terms, group them, and simplify.AppendixLO1 a. 12A4B 7A-B b. 6x+8y-5x-3y+7
Identify like terms, group them, and simplify.AppendixLO1 a. 6B8A-A-2B b. 14-3x+10y+4y
Simplify the expressions.AppendixLO1 a. 3x+9 14 7x+21 X b. x+5x 3x + 15 X x+3 2x + 10 4x 5xy + 15y 4x-12 3x-9 X 4x+12
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