1- SOLVE THE FOLLOWING INTEGRALS 2-WHEN SOLVING POINTS A AND B, STATE THE REASON FOR BOTH POINTS, WHY YOU USED THIS METHOD OF INTEGRATION TO SOLVE THIS POINT (WHAT IS THE SIGNIFICANCE THAT WAS PRESENT IN THE POINT AND ON ITS BASIS IT WAS SOLVED BY THIS METHOD OF INTEGRATION) 4 dx a) 1 x+4√x ex dx b) S √e2x-16

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter13: Conic Sections
Section13.1: Circles
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1- SOLVE THE FOLLOWING
INTEGRALS
2-WHEN SOLVING POINTS A AND B, STATE
THE REASON FOR BOTH POINTS, WHY YOU
USED THIS METHOD OF INTEGRATION TO
SOLVE THIS POINT (WHAT IS THE
SIGNIFICANCE THAT WAS PRESENT IN THE
POINT AND ON ITS BASIS IT WAS SOLVED BY
THIS METHOD OF INTEGRATION)
-4
dx
a)
1 x+4√x
ex dx
b) √ √e²x-16
S
Transcribed Image Text:1- SOLVE THE FOLLOWING INTEGRALS 2-WHEN SOLVING POINTS A AND B, STATE THE REASON FOR BOTH POINTS, WHY YOU USED THIS METHOD OF INTEGRATION TO SOLVE THIS POINT (WHAT IS THE SIGNIFICANCE THAT WAS PRESENT IN THE POINT AND ON ITS BASIS IT WAS SOLVED BY THIS METHOD OF INTEGRATION) -4 dx a) 1 x+4√x ex dx b) √ √e²x-16 S
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