First Year University Calculus: Integrals
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# First Year University Calculus: Integrals

Detailed solutions with clear explanations for math assignments of 1st year university
0.0 (0 ratings)
13 students enrolled
Last updated 2/2016
English
Price: \$20
30-Day Money-Back Guarantee
Includes:
• 1 hour on-demand video
• Access on mobile and TV
• Certificate of Completion
What Will I Learn?
• UNDERSTAND THE FOLLOWING CONCEPTS:
• Integration techniques
• U-substitution
• Different classes of integration by parts
• Trigonometric functions integration
• When to use which method
View Curriculum
Requirements
• Basic knowledge of integrals
Description

The current course takes you through 19 sample questions along with step-by-step solution for each question. The topics covered in this course are focused on integration techniques; mainly u-substitution and integration by parts. By the end of this tutorial, you will be able to figure out when to use u-substitution and when to use integration by parts. You also will be able to make good guesses for ‘u’ in u-substitution technique. You then will learn how to select ‘u’ and ‘dv’ in integration by parts according to the type of functions being as integrand such as polynomials or logarithms, trigs, or exponential functions. This course also contains a few delicate trigonometric integrals that require double-angle trig identities and will brush up your knowledge on trig functions.

Who is the target audience?
• Any first year university student
Compare to Other Calculus Courses
Curriculum For This Course
20 Lectures
49:06
+
First Year University Calculus: Integrals
20 Lectures 49:06
Preview 02:13

Preview 02:26

Preview 02:00

Preview 02:07

Preview 00:58

Preview 02:38

Integration by parts-2
02:15

Integration by parts-3
03:03

Integration by parts-4
01:34

Integration by parts-5
02:06

Trig functions integration (and u-substitution)
02:04

Integration by parts-6
04:15

Integration by parts (and trig identities)
04:21

Integration by parts-7
03:00

Integration by parts (and a fine u-substitution)
03:46

U-substitution
01:05

Integration by parts (an important example)
03:18

U-subtitution
01:00

Trig functions integration
01:18

Integration by parts and u-subtitution
03:39