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Activity 2: Let students to answer this activity in order to connect the next topic. Solve the first derivative of the following items, show your solution. 1. f(x)=(3x²-2x+4)2 2. y=sin 2x Allow students to use different techniques like power rule and trigonometric identity even if it is not correct. Other students might get the correct answer, but others may find it difficult. This time the topic will be introduced.

Activity 2: Let students to answer this activity in order to connect the next topic. Solve the first derivative of the following items, show your solution. 1. f(x)=(3x²-2x+4)2 2. y=sin 2x Allow students to use different techniques like power rule and trigonometric identity even if it is not correct. Other students might get the correct answer, but others may find it difficult. This time the topic will be introduced.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Activity 2: Let students to answer this activity in order to connect the next topic. Solve the first derivative of the following items, show your solution. 1. f(x)=(3x²-2x+4)2 2. y=sin 2x Allow students to use different techniques like power rule and trigonometric identity even if it is not correct. Other students might get the correct answer, but others may find it difficult. This time the topic will be introduced.
Transcribed Image Text:Activity 2: Let students to answer this activity in order to connect the next topic. Solve the first derivative of the following items, show your solution. 1. f(x)=(3x²-2x+4)2 2. y=sin 2x Allow students to use different techniques like power rule and trigonometric identity even if it is not correct. Other students might get the correct answer, but others may find it difficult. This time the topic will be introduced.
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