New York McGraw-Hill 1978 2nd ed. Paperback Good/Wraps Large softcover, good condition, w. ltly rubbed wraps, a few lt marks. Sme lt wear at sp edges, sme v. lt edgwr. Tanned p. edges, sme soil foxing. Smwht tanned ins wraps, pp. A few spots on outside pages. Sig and address, o/w cln, tight, unmarked.

Schaum OUtline Series / McGraw-Hill Book Company, Date: 1964. Paperback. Good/No Jacket. 4to - over 9¾ - 12" tall. Covers are worn. Name and notation on title page. Pages are age toned. Schaum OUtline Series / McGraw-Hill Book Company ISBN 007002653X 9780070026537 [US]

Schaum's outline series/McGraw Hill. Used - Good. Good condition. 2nd edition. A copy that has been read but remains intact. May contain markings such as bookplates, stamps, limited notes and highlighting, or a few light stains. Schaum's outline series/McGraw Hill ISBN 007002653x 9780070026537 [US]

ISBN10: 007002653X, ISBN13: 9780070026537, [publisher: McGraw-Hill] Softcover Good/Wraps (28301) . Large softcover, good condition, w. ltly rubbed wraps, a few lt marks. Sme lt wear at sp edges, sme v. lt edgwr. Tanned p. edges, sme soil foxing. Smwht tanned ins wraps, pp. A few spots on outside pages. Sig and address, o/w cln, tight, unmarked. 345
[Lexington, MA, U.S.A.] [Publication Year: 1978]

Schaum's outline series/McGraw Hill. Used - Acceptable. Acceptable condition. 2nd edition. (mathematics, calculus, problems) A readable, intact copy that may have noticeable tears and wear to the spine. All pages of text are present, but they may include extensive notes and highlighting or be heavily stained. Includes reading copy only books. Schaum's outline series/McGraw Hill ISBN 007002653x 9780070026537 [US]

ISBN10: 007002653X, ISBN13: 9780070026537, [publisher: Schaum's Outline Series McGraw-Hill Book Company] Softcover Previous Owner Markings; Repaired; Light Creasing on Front, Rear Covers, Spine; Front, Rear Covers, Spine Lightly Chipped; Spine Slightly Cocked; Edges Lightly Soiled; Moderate Yellowing Due to Age. Including 1175 Solved Problems. CONTENTS: Chapter 1 Variables and Functions; Chapter 2 Limits; Chapter 3 Continuity; Chapter 4 The Derivative; Chapter 5 Differentiations of Algebraic Functions; Chapter 6 Implicit Differentiation; Chapter 7 Tangents and Normals; Chapter 8 Maximum and Minimum Values; Chapter 9 Applied Problems in Maxima and Minima; Chapter 10 Rectilinear and Circular Motion; Chapter 11 Related Rates; Chapter 12 Differentiation of Trigonometric Functions; Chapter 13 Differentiation of Inverse Trigonometric Functions; Chapter 14 Differentiation of Exponential and Logarithmic Functions; Chapter 15 Differentiation of Hyperbolic Functions; Chapter 16 Parametric Representation of Curves; Chapter 17 Curvature; Chapter 18 Plane Vectors; Chapter 19 Curvilinear Motion; Chapter 20 Polar Coordinates; Chapter 21 The Law of the Mean; Chapter 22 Indeterminate Forms; Chapter 23 Differentials; Chapter 24 Curve Tracing; Chapter 25 Fundamental Integration Formulas; Chapter 26 Integration by Parts; Chapter 27 Trigonometric Integrals; Chapter 28 Trigonometric Substitutions; Chapter 29 Integration by Partial Fractions; Chapter 30 Miscellaneous Substitutions; ...
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