There are several interpretations for the derivatives, both from a geometric and algebraic point of view....
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There are several interpretations for the derivatives, both froma geometric and algebraic point of view. Polynomial functions arethe simplest to perform the derivation. Knowing how to calculatethem is fundamental for understanding the concepts of differentialand integral calculus. Using this information and your knowledgeabout the derivatives, analyze the following statements:
I. The derivative of f (x) = x + 2 is 1.
II. The derivative of f (x) = 2x + 2 / x²-3x can be calculatedby the quotient rule.
III. The positive sign of the derivative indicates itsrelationship with a growth, the opposite would indicate adecrease.
IV. The derivative of a composite function is calculated by thefall rule.
Only what is stated in:
II, III e IV.
I, II e III.
II e III.
I e III.
I e II.
There are several interpretations for the derivatives, both froma geometric and algebraic point of view. Polynomial functions arethe simplest to perform the derivation. Knowing how to calculatethem is fundamental for understanding the concepts of differentialand integral calculus. Using this information and your knowledgeabout the derivatives, analyze the following statements:
I. The derivative of f (x) = x + 2 is 1.
II. The derivative of f (x) = 2x + 2 / x²-3x can be calculatedby the quotient rule.
III. The positive sign of the derivative indicates itsrelationship with a growth, the opposite would indicate adecrease.
IV. The derivative of a composite function is calculated by thefall rule.
Only what is stated in:
II, III e IV.
I, II e III.
II e III.
I e III.
I e II.
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