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Fall Break Chain Rule Review
AP Calculus Fall Break Chain Rule Review
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Calculate the derivative
π¦= (4 π₯ 2 β5) 4 Calculate the derivative
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π¦ β² = 32π₯(4 π₯ 2 β5) 3 Answer
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Calculate the derivative
f(x)=πππ (3π₯+5) Calculate the derivative
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f'(x)=β3π ππ (3π₯+5) Answer
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Calculate the derivative
π¦= 7π₯ 2 β9π₯+5 π₯ Calculate the derivative
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π¦β²=7β5 π₯ β2 Answer
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Calculate the derivative
y= π ππ 3 (5π₯ β9) Calculate the derivative
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ππ¦ ππ₯ = 15π ππ 2 (5π₯ β9)βcosβ‘(5π₯β9)
Answer
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Calculate the derivative
y= 1 π ππ3π₯ Calculate the derivative
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π¦ β² =β3 (π ππ3π₯) β2 βπππ 3π₯ Answer
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Logs Practice
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ln π 6 Evaluate
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6 (ln x and e^x are inverses!!)
Answer
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π ππ4 Evaluate
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3ln2 + 2ln 2 β ln 16 Write as a single log
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ln 2 Answer
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Calculate the derivative
f(π₯)= 4π π₯ 3 Calculate the derivative
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fβ(π₯)= 12π₯ 2 π π₯ 3 Answer
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Calculate the derivative
y=ππ 4π₯ 2 Calculate the derivative
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y'= 2 π₯ Answer
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Calculate the derivative:
1.) y=sinβ‘(5π₯+2) 4 2.) f(x)=4π π ππ5π₯ 3.) g(x)=(πππ₯)(6π₯β8) 3 4.) y = π ππ7π₯ π π₯
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Calculate the derivative:
1.) y=sinβ‘(5π₯+2) 4 yβ²=20 (5π₯+2) 3 πππ (5π₯+2) 4
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Calculate the derivative:
2.) f(x)=4π π ππ5π₯ fβ²(x)=20πππ 5π₯βπ π ππ5π₯
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Calculate the derivative:
3.) y=2 π π₯ yβ²= ππ2βπ π₯ 2 π π₯
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Calculate the derivative:
4.) g(x)=(πππ₯)(6π₯β8) 3 gβ²(x)= 1 π₯ (6π₯β8) (6π₯β8) 2 (lnβ‘π₯)
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