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WGU C955 - Module 3: Basic Algebra Exam (Latest 2024/ 2025 Update) Questions and Verified Answers| 100% Correct| Grade A CA$11.51   Add to cart
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WGU C955 - Module 3: Basic Algebra Exam (Latest 2024/ 2025 Update) Questions and Verified Answers| 100% Correct| Grade A
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WGU C955 - Module 3: Basic Algebra Exam (Latest 2024/ 2025 Update) Questions and Verified Answers| 100% Correct| Grade A

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  • July 28, 2024
  • 21
  • 2023/2024
  • Exam (elaborations)
  • Questions & answers

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  • wgu c955 module 3 basic algebra exam latest 20
  • wgu c955 module 3 basic algebra exam
  • c955 module 3 basic algebra exam latest 2024
  • module 3 basic algebra exam latest up

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WGU C955 - Module 3: Basic Algebra Exam (Latest
2024/ 2025 Update) Questions and Verified
Answers| 100% Correct| Grade A
Identify the number of terms and the coefficient for the x term in the expression: 4x−3y+7 a Terms: 2 ; Coefficient: −3 b Terms: 2 ; Coefficient: 4 c Terms: 3 ; Coefficient: −3 d Terms: 3 ; Coefficient: 4 - ANSWER Terms: 3 ; Coefficient: 4
What is the equation of the graph in slope-intercept form? {{ A graph of a line moving up and to the right that passes through (0,-1) and (1,2). }}
a y=−3x−1 b y=3x−1 c y=3x+1 d y=−3x+1 - ANSWER y=3x-1
Solve for x in the following equation: 10+2x = 6−2x a −4 b −1 c 1 d 4 - ANSWER -1
Solve for x in the following inequality: x < -4
a x>−4 b x<−4 c x>−1 d x<−1 - ANSWER x<-4
Please simplify the expression with a fraction: 1/3(9x−3) a 3x−1 b 3x−3 c 9x−1 d 9x−3 - ANSWER 3x-1
Simplify the expression: 3x(2x+3y−4) a 6x^2+3y−12x b 6x^2+3y−4 c 6x^2+9xy−4 d 6x^2+9xy−12x - ANSWER 6x^2+9xy−12x
The equation for the revenue of a business is Net Income = Revenue − (Cost of Goods + Wages +
Equipment). Find the amount of the Revenue if the Equipment is $7.50 , Wages are $10.00 , Cost of Goods is $12 , and Net Income is $40 .
a $10.50 b $29.50 c $50.50 d $69.50 - ANSWER $69.50
Please evaluate the following exponential expression: 4^3 is equal to
a 3*3*3 b 3*3*3*3 c 4*4*4 d 4*4*4*4 - ANSWER 4*4*4
Evaluate the expression: 4−3x−8 when x=−2

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