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c=6350/(425-3x) What is the cost and equation to remove 99% of the pollution in the pond?
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Define c and x.
There must be more to the question than that.
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The cost, in millions, to remove x% of pollution in a pond is modeled by the equation: C=6350/(425-3x)
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, what value of x would make the equation undefined? Hint: Think about what makes an equation
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The cost, in millions, to remove x% of pollution in a pond is modeled by the equation:
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you should have 75 in the denominator, not .25 cost = 6350/(425-225)= you do it.
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The cost, in millions, to remove x% of pollution in a pond is modeled by the equation:
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C = 6350 / (425 - 3x). x = 75%. DO NOT CONVERT THE % TO DECIMAL! C = 6350 / (425-3*75), C = 6350 /
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The cost, in millions, to remove x% of pollution in a pond is modeled by the equation:
C=6350/(425-3x) . What is the cost to
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To find the cost to remove 75% of the pollution, we need to substitute x = 75 into the equation C =
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c=6350/(425-3x) What is the cost and equation to remove 99% of the pollution in the pond?
Top answer:
See 12-15-11,6:02pm post for solution.
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c=6350/(425-3x) What is the cost and equation to remove 99% of the pollution in the pond?
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See your 6:02pm post for solution
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c=6350/(425-3x) What is the cost and equation to remove 99% of the pollution in the pond?
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To determine the cost and equation to remove 99% of the pollution in the pond, we first need to
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The cost, in millions, to remove x% of pollution in a pond is modeled by the equation:
. What is the cost to remove 75% of the
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what value of x would make the equation undefined? Hint: Think about what makes an equation
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What equation?
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To find the cost to remove a certain percentage of pollution, we can substitute the given percentage
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