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(Ebook) Calculus: Early Transcendentals, Metric Edition – 9th Edition (Stewart, 2021)

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INSTANT DOWNLOAD PDF — This official ebook of *Calculus: Early Transcendentals, Metric Edition* (9th Edition, 2021) by James Stewart presents a thorough and rigorous approach to differential and integral calculus. Covering limits, derivatives, integrals, sequences, series, and multivariable functions, it is ideal for STEM students seeking a globally recognized and metric-aligned calculus textbook with clear examples and real-world applications. calculus ebook stewart, early transcendentals 9th edition, metric edition calculus pdf, stewart calculus 2021 download, differential and integral calculus, limits and derivatives textbook, multivariable calculus solutions, james stewart math book, sequences and series guide, university level calculus #CalculusTextbook, #StewartCalculus, #EarlyTranscendentals, #MathEbook, #STEMEducation, #MetricEdition, #UniversityCalculus, #JamesStewart, #CalculusHelp, #AdvancedMath study guides, exam preparation, course summaries, lecture notes, practice questions, university textbooks, solved problems, past exams, textbook solutions, student resources, revision notes, academic materials, homework help, class notes, educational documents, exam answers, flashcards, cheat sheets, school materials, learning resources

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EBOOK

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Copyright 2021 Cengage Learning. All Rights Reserved. May not be copied, scanned, or duplicated, in whole or in part. Due to electronic rights, some third party content may be suppressed from the eBook and/or eChapter(s).
Editorial review has deemed that any suppressed content does not materially affect the overall learning experience. Cengage Learning reserves the right to remove additional content at any time if subsequent rights restrictions require it.

, REFERENCE page 1
ALGEBRA GEOMETRY
Cut here and keep for reference



Arithmetic Operations Geometric Formulas
a c ad 1 bc
asb 1 cd − ab 1 ac 1 − Formulas for area A, circumference C, and volume V:
b d bd
a Triangle Circle Sector of Circle
a1c a c b a d ad A − 12 bh A − r 2 A − 12 r 2

− 1 − 3 −
b b b c b c bc
d − 12 ab sin
C − 2r s − r
s
in radiansd

Exponents and Radicals
a r
xm h s
x m x n − x m1n − x m2n
xn ¨ r
1 b ¨
sx mdn − x m n x2n − n r
x

sxydn − x n y n SD x
y
n

xn
yn
Sphere Cylinder Cone
m
n
x 1yn − s x x myn − s x − (s
n m n
x) V− 4 3
V − r h 2
V − 13 r 2h
3 r


Î sx n
x A − 4r 2 A −  rsr 2 1 h 2
s xy − s x s y
n n n n − n
y sy
r
Factoring Special Polynomials
r h
x 2 2 y 2 − sx 1 ydsx 2 yd h

x 3 1 y 3 − sx 1 ydsx 2 2 xy 1 y 2d r

x 3 2 y 3 − sx 2 ydsx 2 1 xy 1 y 2d

Binomial Theorem Distance and Midpoint Formulas
sx 1 yd2 − x 2 1 2xy 1 y 2 sx 2 yd2 − x 2 2 2xy 1 y 2 Distance between P1sx1, y1d and P2sx 2, y2d:
sx 1 yd3 − x 3 1 3x 2 y 1 3xy 2 1 y 3
d − ssx 2 2 x1d2 1 s y2 2 y1d2
sx 2 yd3 − x 3 2 3x 2 y 1 3xy 2 2 y 3

sx 1 ydn − x n 1 nx n21y 1
nsn 2 1d n22 2
2
x y
Midpoint of P1 P2: S x1 1 x 2 y1 1 y2
2
,
2
D
1…1
n n2k k …
k
x y 1 SD 1 nxy n21 1 y n


where SD n
k

nsn 2 1d … sn 2 k 1 1d
1?2?3?…?k
Lines
Slope of line through P1sx1, y1d and P2sx 2, y2d:

Quadratic Formula m−
y2 2 y1
2b 6 sb 2 2 4ac x 2 2 x1
If ax 2 1 bx 1 c − 0, then x − .
2a
Point-slope equation of line through P1sx1, y1d with slope m:
Inequalities and Absolute Value
y 2 y1 − msx 2 x1d
If a , b and b , c, then a , c.
If a , b, then a 1 c , b 1 c. Slope-intercept equation of line with slope m and y-intercept b:
If a , b and c . 0, then ca , cb.
y − mx 1 b
If a , b and c , 0, then ca . cb.
If a . 0, then Circles
| |
x −a means x−a or x − 2a
Equation of the circle with center sh, kd and radius r:
|x| , a means 2a , x , a

|x| . a means x.a or x , 2a sx 2 hd2 1 s y 2 kd2 − r 2


Copyright 2021 Cengage Learning. All Rights Reserved. May not be copied, scanned, or duplicated, in whole or in part. Due to electronic rights, some third party content may be suppressed from the eBook and/or eChapter(s).
Editorial review has deemed that any suppressed content does not materially affect the overall learning experience. Cengage Learning reserves the right to remove additional content at any time if subsequent rights restrictions require it.

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