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161. |
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Limits and continuity /
Publication:
New York : Gordon and Breach , 1968
. vii, 125 p.
Date:1968
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162. |
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Calculus of a single variable:
Publication:
Lexington, Mass. : D.C. Health, 1995
. xxxvi, 713, 107 p.:
Date:1995
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163. |
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Calculus :
Publication:
New York : Wiley, 1990
. xv, 1094, 113, 7 p. :
Date:1990
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[QA303 .S17 1990b]
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164. |
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Calculus :
Publication:
Pacific Grove : Brooks/Cole, 1995
. xxii, 998, [116] p. :
, Accompanied by complete solutions manual, Vol. 1 792 p.
Date:1995
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165. |
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Differential and intergral calculus /
Publication:
Moscow : Mir Publishers, 1974
. 471 p.
Date:1974
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166. |
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Calculus /
Publication:
Engelwood Cliffs, N.J. : Prentice Hall, 1995
. xviii, 1083 p. :
Date:1995
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167. |
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Calculus :
Publication:
Fort worth : Saunders College Pub., 1997
. 2 vol. :
Date:1997
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168. |
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Calculus :
Publication:
Pacific Grove, Calif. : Brooks/ Cole Pub., 1999
. xxi, 1283 p. :
, 'a Gary W. Ostedt book'
Date:1999
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169. |
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Calculus and analytic geometry /
Publication:
Reading Mass. : Addison-Wesley, 1968
. xii, 818 p. :
Date:1968
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170. |
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Calculus of a single variable /
Publication:
Glenview, IL : HarperCollins College Publishers, 1994
. xviii, 710, 48, 15 p. :
Date:1994
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171. |
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Calculusof single variable with analytic geometry /
Publication:
New York : Harper & Row, 1988
. xx, 1097, [79] p. :
, Text and ill. on lining papers. | Includes index.
26 cm.
Date:1988
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172. |
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Calculus with analytic geometry /
Publication:
New York : Wiley, 1995
. 1 v. (various pagings) :
, Includes index.
27 cm.
Date:1995
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173. |
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Calculus with analytic geometry /
Publication:
Boston : Houghton Mifflin, 2002
. [xxii, 1274] p. :
Date:2002
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174. |
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Brief calculus and its applications /
Publication:
Boston : Houghton Mifflin, 1997
. xv, 597 p. :
, Includes indexes.
Date:1997
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175. |
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Definite integral and work/
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. Video casete
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176. |
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Definite integral and ARC length.
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Lincoln, Nebraska:
. video casette
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177. |
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Integrals of exponential functions
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lLincoln, Nebraska
. Video cassette
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178. |
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Area using polar cordinates
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Lincoln, Neraska:
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179. |
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Derivatives of inverse trigonometric functions.
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Lincoln Nebraska
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180. |
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The area problem
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Lincoln, Nebraska
. Video Cassette
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