1. บทที่ 4Limits and continuity 2. อัตราการเปลี่ยนแปลง (Rates of Change)มเร็วเฉลี่ย (Average Speed )…

1. January 27, 2005 11:45 L24-CH07 Sheet number 1 Page number 290black CHAPTER 7 Applications of the Definite Integral in Geometry, Science, and Engineering EXERCISE SET…

15. INTEGRAL (ANTI DIVERENSIAL) A. Integral Tak Tentu 1) Rumus-Rumus Integral Tak Tentu Fungsi Aljabar dan Trigonometri 1. ∫ dx = x + c 2. ∫ a dx = a ∫ dx = ax + c…

1. 15. INTEGRAL (ANTI DIVERENSIAL) A. Integral Tak Tentu 1) Rumus-Rumus Integral Tak Tentu Fungsi Aljabar dan Trigonometri 1. ∫ dx = x + c 2. ∫ a dx…

1. 15. INTEGRAL (ANTI DIVERENSIAL) A. Integral Tak Tentu 1) Rumus-Rumus Integral Tak Tentu Fungsi Aljabar dan Trigonometri 1. ∫ dx = x + c 2. ∫ a dx…

1. −1/2 1 f (x0 ) = f (0) = (2 · 0 + 9)=3 So, L(x) = f (x0 ) + f (x0 ) (x − x0 )1 = 3 + (x − 0)3Chapter 3=3+ x13 (b) Using √ the approximation L(x) to esti- √…

1. −1/2 1 f (x0 ) = f (0) = (2 · 0 + 9)=3 So, L(x) = f (x0 ) + f (x0 ) (x − x0 )1 = 3 + (x − 0)3Chapter 3=3+ x13 (b) Using √ the approximation L(x) to esti- √…

1. January 27, 2005 11:45 L24-CH07 Sheet number 1 Page number 290 black 290 CHAPTER 7 Applications of the Definite Integral in Geometry, Science, and Engineering EXERCISE…