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A BMW car on a truck weighs 20 tons plus 1 ton per cubic yard of x cubic yards of spares that it carries. The total weight of a truck with BMW is: f(x) = x + 20. How will the gr…
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A BMW car on a truck weighs 20 tons plus 1 ton per cubic yard of x cubic yards of spares that it carries. The total weight of a truck with BMW is: f(x) = x + 20. How will the gr…
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Oct 22, 2019
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A BMW car on a truck weighs 20 tons plus 1 ton per cubic yard of x cubic yards of spares that it carries. The total weight of a truck with BMW is: f(x) = x + 20. How will the graph of this function change if the BMW weight is changed to 15 tons? The line will shift vertically up by 5 tons. The line will shift vertically up 15 tons. The line will shift vertically down by 5 tons. The line will shift vertically down by 15 tons.
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The answer to your question would be
The line will shift vertically down by 5 tons.
Yogevnn
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Oct 24, 2019
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using f(x) = x +20 the y -intercept = 20
changing the weight to 15
makes the equation f(x) = x +15 , making the y intercept 15
which moves the line vertically down by 5 ( 20-15=5)
The line will shift vertically down by 5 tons.
Jrockway
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Oct 26, 2019
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