Chapter 4: Problem 39
A) NO CHANGE B) then C) than if D) than when
Short Answer
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Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Chapter 4: Problem 39
A) NO CHANGE B) then C) than if D) than when
These are the key concepts you need to understand to accurately answer the question.
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Get started for free$$ -3 x+2=p(x-q) $$ In the equation above, \(p\) and \(q\) are constants. If there are infinitely many solutions to the equation, what is the value of \(q\) ?
$$ C=0.0045 P+5.22 $$ 28\. A production line manager uses the equation above to predict the production cost per item produced in dollars, \(C\), based on the number of products made, \(P\). In the context of the model, what is the meaning of \(5.22 ?\) A) The initial production cost, in dollars, of each product made B) The approximate production cost increase, in dollars per item, for each item made C) The approximate production cost, in dollars per item, for every \(0.0045\) products made D) The approximate production cost decrease, in dollars per item, for every \(0.0045\) products made
Which of the following situations is most analogous to the recent swelling of the Long Valley Caldera? A) Many small tremors along a particular fault precede a large, magnitude 8 earthquake. B) A scientist discovers a new species of insect by chance while observing snakes in the Amazon rainforest. C) Bad road conditions cause a collision between two cars, and poor visibility contributes to a multi-car pile-up. D) A doctor is unable to give a definitive diagnosis to a patient after assessing symptoms typical of a particular disease.
Steven needs to buy \(t\) theme park tickets for himself and his family. Each ticket costs $$\$ 80$$, and the number of tickets he needs to buy can be modeled by the expression \(t^2-4 t-90=6\) when \(t>0\). What is the total cost of the theme park tickets that Steven purchased? A) $$\$ 640$$ B) $$\$ 800$$ C) $$\$ 960$$ D) $$\$ 1,120$$ $$ \begin{aligned} & 2 c+3 d=17 \\ & 6 c+5 d=39 \end{aligned} $$
The function \(g(x)=16^x\) is defined for all real values of \(x\). What is \(g\left(\frac{1}{2}\right)+g\left(\frac{1}{4}\right) ?\) A) 2 B) 6 C) 8 D) 16
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