1.) ° 6x3+4x²-8x dx I. Evaluate the following Definite Integral. 1.) ° 6x³+4x²-8x 2.) x²(2x3 + 1)Fdx 2x 3.) sin3 (x)dx 4.) x²e*dx [3 5x-2 5.) Jo 5x+1 6.) S - dx x2V4-x2 7.) L,13x + 1|dx 8.) , (13x – 6| – 1)dx 9.) F sin°(x)cos³(x)dx 10.) f 10.) cos (x)dx 11.) F sin°(x)cos²(x)dx 12.) sin' (x)dx

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Answer number 8
I. Evaluate the following Definite Integral.
1.) L,
co 6x3+4x2-8x
dx
2.) S x²(2x³ + 1)*dx
2.x
3.) F sin3 (x)dx
4.) S, x²e*dx
5х-2
5.) Jo J5x+1
6.) S dx
dx
7.) L, 13x + 1|dx
8.) (13x – 6| – 1)dx
9.) F sin (x)cos³ (x)dx
10.) F cos (x)dx
11.) F sin°(x)cos²(x)dx
12.) sin (x)dx
Transcribed Image Text:I. Evaluate the following Definite Integral. 1.) L, co 6x3+4x2-8x dx 2.) S x²(2x³ + 1)*dx 2.x 3.) F sin3 (x)dx 4.) S, x²e*dx 5х-2 5.) Jo J5x+1 6.) S dx dx 7.) L, 13x + 1|dx 8.) (13x – 6| – 1)dx 9.) F sin (x)cos³ (x)dx 10.) F cos (x)dx 11.) F sin°(x)cos²(x)dx 12.) sin (x)dx
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