Calculus BC Unit 5
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the curve is concave up in this quadrant bc the second derivative is positive/ >0
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decreasing and concave up because y’<0 and y”>0
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The chain rule is the basis for implicit differentiation, and the product and quotient rules
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the curve is concave up in this quadrant bc the second derivative is positive
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It is increasing and concave up bc y’>0 and y”>0
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The values 2npi for all integers n
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y=(-2/5)^1/3
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two
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The values pi/2+2npi for all integers n
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y=-1/ln2
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two
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x=3 x=9
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(-2, 3) only
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x=5 x=8
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(-1,4)
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f has a relitave minimum at x=1
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Note 
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