Question 1

Evaluate P: P =  for S = 1665, r = 0.14, t =

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Question 2

Compute: ln[3.00e^-.3]

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Question 3

Evaluate P: P =  for S = 1000, r = 0.1, t =

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Question 4

The zinc department of a factory occupies 500 square metres more than 2 times the floor space occupied by the copper department. The total floor space is 9500 square metres. Determine the floor space occupied by the cooper department.

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The answer of The zinc department of a factory occupies...

Question 5

A company employs 204 employees. There are three shifts. There are three times as many on the first shift as on the second shift, and four more on the third shift than on the second shift. Determine how many were on each shift.

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The answer of A company employs 204 employees. There are...

Question 6

After reducing the regular selling price by 1/8,
Sepaba Inc. sold a Stereo set for $300. What was the regular selling price?

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Question 7

Evaluate P: P = S(1 - dt)for S = 1886, d = 0.15, t =

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Question 8

Simplify: (5x - 4)(3x + 1) A)15x² - 7x + 4 B)15x² - 7x - 4 C)15x² + 7x - 4 D)-15x² - 7x + 4 E)-10x² - 7x + 4

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The answer of Simplify: (5x - 4)(3x + 1) A)15x² -...

Question 9

Solve: (3 - 5x)- (9x - 1)= 80

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Question 10

Solve: x - 0.26x = 8.96

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Question 11

Solve: x +  x +  + x +  x + 1 = 256

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Question 12

Solve: x - 0.75x = 9.00

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Question 13

Compute:

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Question 14

Solve: 5(8x - 2)- 5(3x + 5)= 36

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Question 15

After reducing the regular selling price by 1/7, Moon Electronics sold a TV set for $294. What was the regular selling price?

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Question 16

Compute:

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Question 17

Compute: ln 1.257

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Question 18

Solve: 0.4x - 4 = 6 - 0.8x

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Question 19

A machine requires 4 hours to make a unit of Product A and 7 hours to make a unit of Product B. The machine operated for 810 hours producing a total of 150 units. How many units of Product B were produced?

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Question 20

Compute:

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Quiz 2: Review of Basic Algebra

Evaluate P: P = for S = 1665, r = 0.14, t =

Compute: ln[3.00e^-.3]

Evaluate P: P = for S = 1000, r = 0.1, t =

The zinc department of a factory occupies 500 square metres more than 2 times the floor space occupied by the copper department. The total floor space is 9500 square metres. Determine the floor space occupied by the cooper department.

A company employs 204 employees. There are three shifts. There are three times as many on the first shift as on the second shift, and four more on the third shift than on the second shift. Determine how many were on each shift.

After reducing the regular selling price by 1/8, Sepaba Inc. sold a Stereo set for $300. What was the regular selling price?

Evaluate P: P = S(1 - dt)for S = 1886, d = 0.15, t =

Simplify: (5x - 4) (3x + 1)

Solve: (3 - 5x)- (9x - 1)= 80

Solve: x - 0.26x = 8.96

Solve: x + x + + x + x + 1 = 256

Solve: x - 0.75x = 9.00

Compute:

Solve: 5(8x - 2)- 5(3x + 5)= 36

After reducing the regular selling price by 1/7, Moon Electronics sold a TV set for $294. What was the regular selling price?

Compute:

Compute: ln 1.257

Solve: 0.4x - 4 = 6 - 0.8x

A machine requires 4 hours to make a unit of Product A and 7 hours to make a unit of Product B. The machine operated for 810 hours producing a total of 150 units. How many units of Product B were produced?

Compute:

Quiz 2: Review of Basic Algebra

Evaluate P: P = for S = 1665, r = 0.14, t =

Compute: ln[3.00e-.3]

Evaluate P: P = for S = 1000, r = 0.1, t =

The zinc department of a factory occupies 500 square metres more than 2 times the floor space occupied by the copper department. The total floor space is 9500 square metres. Determine the floor space occupied by the cooper department.

A company employs 204 employees. There are three shifts. There are three times as many on the first shift as on the second shift, and four more on the third shift than on the second shift. Determine how many were on each shift.

After reducing the regular selling price by 1/8, Sepaba Inc. sold a Stereo set for $300. What was the regular selling price?

Evaluate P: P = S(1 - dt)for S = 1886, d = 0.15, t =

Simplify: (5x - 4) (3x + 1)

Solve: (3 - 5x)- (9x - 1)= 80

Solve: x - 0.26x = 8.96

Solve: x + x + + x + x + 1 = 256

Solve: x - 0.75x = 9.00

Compute:

Solve: 5(8x - 2)- 5(3x + 5)= 36

After reducing the regular selling price by 1/7, Moon Electronics sold a TV set for $294. What was the regular selling price?

Compute:

Compute: ln 1.257

Solve: 0.4x - 4 = 6 - 0.8x

A machine requires 4 hours to make a unit of Product A and 7 hours to make a unit of Product B. The machine operated for 810 hours producing a total of 150 units. How many units of Product B were produced?

Compute:

Compute: ln[3.00e^-.3]