... MANGA DE WAKARU BIBUN SEKIBUN

by Taira Ishiyama Takehiko Ogami

... .

225.-

:

5-7 29 10110

. 0-2258-0320 (6 ), 0-2259-9160 (10 )

www.tpa.or.th/publisher/new

www.tpabookcentre.com

()

1858/87-90 19 -

10260

. 0-2739-8000, 0-2739-8222 0-2739-8356-9 www.se-ed.com

by... Taira Ishiyama, Takehiko Ogami

... .

, .

. - - : (-), 2555.

208 .

1. I. , , .

II. , . III. , , . IV. .

515

ISBN 978-974-443-497-5

1 2555

. 0-2258-0320 1560, 1570

MANGA DE WAKARU BIBUN SEKIBUN by Taira Ishiyama, Takehiko Ogami

Copyright 2007 Taira Ishiyama and Takehiko OgamiSupervision by Medaka College Illustration by Nejiko Morimina

All rights reserved.

Originally published in Japan by SOFTBANK Creative Corp., Tokyo

Thai translation rights arranged with SOFTBANK Creative Corp.

through THE SAKAI AGENCY.

(-)

225

1 (Differential Calculus).................... 1 1 3!! ............................... 2 2 ! ................................................. 6 3 ........................................................ 8 4 1? ......... 10 5 ? .................. 12 6 ..................................................................... 14 7 ? ............................................................. 18 8 .................................................................. 20 9 ................................................. 22 102 .................................................... 24 11 2................... 26 12=? ......................................... 28 13 .............................................................. 30 14 ................................................................ 32 15 ................................................. 34 16 ? ............................................................................ 36 17 .............................................................. 38 18 ................................................................................ 40 19 ..................................................... 42

20 .................................................................... 44 211 .............................................. 48 22 ....................................................................... 50 23 ................................................ 52 24() ....................................... 54 25 ................................................................. 58 26 ......................................... 60 27 ...................................................... 62 28 .................................................................... 64 29 ........................................................... 66 30 ........................................ 68 31 ................................................ 70 32xn .............................................................................. 72 33 ......................................................................... 76 34 ......................................................... 80 35 ..................................................................... 84 362 ........................................ 86 373 ........................................................... 90 38? ...................................................................... 94 39...................................................................... 98

2 (Integral Calculus) ............................ 99 40 ...................................100 41 ..........................................................106 42 ................................................108 43 ...............................................................110

44 ..............................................................112 45C? .....................................................................114 46 .............................................................................116 47? .........................................118 48 ...............................120 49 ...........................122 50 ....................................................124 51 .................128 52dx ......................................................................134 53 .....................................................................136 54 ...................................140 55 .........................................................142 56:1 ...............................................144 57:2 ...............................................146 58:3 ...............................................150 59 .......................................154 60 ..........156 61 ...................................158 62 ......................................................160 63? ...........................................................................164 64 .....................................................................................168 65() .............................................................................170 66 .......................................................172 67 ..................................................................174 68 ....................................................................178 69 .......................................................................180 70 .............................................................................182

26

11 2

2

A 2

?

2 ?

2 ?

1100 2

2

(limit)

1

27

1 (Differential Calculus)

2 ... !!

... ...

2

23 cm

100

(integration)

(calculus)

? ?

?

...

40

103

2 (Intergral Calculus)

-

1,800

!! !!

!!

......

168

64

f(x)

dx

: f(x) = (x 1) (x + 1)

y = f(x) x

2

(0, 1) x x = 1, 1

x 1 1

1

-1

(x 1) (x + 1)dx

!!

y

f(x) dx

...

169

2 (Intergral Calculus)

!! !!

!

f(x)

1 1f(x)

1 1 f(x)

(+)()

(+) ()