The total number of cars produced a day depends on D, the amount of money in dollars spent on production, modeled by the function C(D) = 0.02D3 +25D² - 4D+ 60 %3D It has been determined that D(A) = 5A + 2A dollars will be spent on production when A assembly lines are working. If you had to find the rate that the number of cars being produced is changing when 2 assembly lines are working, which expression would you use to find your answer? O10.06(44)² + 50(44) - 4] * [15(2)² +2] O 10.06(44)° + 50(44) -4 O 0.06(44)* + 50(44) – 4] + [15(2)² + 2] O1p.06(62)² + 50(62) - 4] [0.06(2)² + 50(2) – 4] * [15(2)² + 2]
The total number of cars produced a day depends on D, the amount of money in dollars spent on production, modeled by the function C(D) = 0.02D3 +25D² - 4D+ 60 %3D It has been determined that D(A) = 5A + 2A dollars will be spent on production when A assembly lines are working. If you had to find the rate that the number of cars being produced is changing when 2 assembly lines are working, which expression would you use to find your answer? O10.06(44)² + 50(44) - 4] * [15(2)² +2] O 10.06(44)° + 50(44) -4 O 0.06(44)* + 50(44) – 4] + [15(2)² + 2] O1p.06(62)² + 50(62) - 4] [0.06(2)² + 50(2) – 4] * [15(2)² + 2]
College Algebra (MindTap Course List)
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Chapter4: Polynomial And Rational Functions
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Percentage
A percentage is a number indicated as a fraction of 100. It is a dimensionless number often expressed using the symbol %.
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In mathematics, an algebraic expression consists of constant(s), variable(s), and mathematical operators. It is made up of terms.
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Addition
Before we begin to understand the addition of algebraic expressions, we need to list out a few things that form the basis of algebra.
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Which expression to use?
![The total number of cars produced a day depends on D, the amount of money in
dollars spent on production, modeled by the function
C(D) = 0.02D3 +25D² - 4D+ 60
%3D
It has been determined that D(A) = 5A + 2A dollars will be spent on production
when A assembly lines are working.
If you had to find the rate that the number of cars being produced is changing when
2 assembly lines are working, which expression would you use to find your answer?
O10.06(44)² + 50(44) - 4] * [15(2)² +2]
O 10.06(44)° + 50(44) -4
O 0.06(44)*
+ 50(44) – 4] + [15(2)² + 2]
O1p.06(62)² + 50(62) - 4]
[0.06(2)² + 50(2) – 4] * [15(2)² + 2]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe313b0ba-0b4c-47b4-80ba-f78d43305cdf%2Fdef41f0b-d3d3-4cad-a7fe-9a19ba557ecc%2Fxh0hhfx.jpeg&w=3840&q=75)
Transcribed Image Text:The total number of cars produced a day depends on D, the amount of money in
dollars spent on production, modeled by the function
C(D) = 0.02D3 +25D² - 4D+ 60
%3D
It has been determined that D(A) = 5A + 2A dollars will be spent on production
when A assembly lines are working.
If you had to find the rate that the number of cars being produced is changing when
2 assembly lines are working, which expression would you use to find your answer?
O10.06(44)² + 50(44) - 4] * [15(2)² +2]
O 10.06(44)° + 50(44) -4
O 0.06(44)*
+ 50(44) – 4] + [15(2)² + 2]
O1p.06(62)² + 50(62) - 4]
[0.06(2)² + 50(2) – 4] * [15(2)² + 2]
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