Course Description

MTH 55 - Intermediate Algebra
Credits: 5.00
Concepts involving complex numbers, quadratic equations, parabolas and circles, functions and their graphs, systems of equations, rational exponents, radical equations, absolute value equations and inequalities, exponential and logarithmic functions and equations. Prerequisites: Mathematics 65 or Mathematics 65B or Mathematics 65L (completed with a grade of "C" or higher) or an appropriate skill level demonstrated through the Mathematics Assessment process. May not receive credit if Mathematics 55A and Mathematics 55B or Mathematics 55L have been completed.

Syllabus

The Syllabus Changed  on 24Aug10 → See the HomeWork Assignment Table

 

Special Announcements

Student Score/Grade Status  is NOW (02Nov10) available

  • Every student is asked to CHECK the recorded scores for accuracy - please report any errors to the instructor
  • Students may project his/her final grade using the WhatIf worksheet

 

Earn EXTRA CREDIT by

The Chabot College MATH LAB  in room 3906 provides assistance to any student enrolled in any Math Class. Please visit the Lab and explore the resources available therein.

Check out this COOL TOOL for working thru the HomeWork problems Æ InterActMath

Trying to ADD this Math Class? Then please read the Start-of-Term-Add Procedure & Policy

Feel Free to DownLoad the HomeWork Package Cover Sheet

 

The MTH55 FINAL EXAM is scheduled as indicated in the Syllabus

Students are asked to bring to the Final Exam:

  • Scientific Calculator
  • Ruler
  • Pencil & Pen
  • Student Reference CARD = A 3"x5" Flash-Card upon which the student may write ANYTHING that he/she thinks might help him/her do better on the Exam

 

Chabot College Now Offers the Associate in Science in Engineering Degree. See the Program Description for more information on Degree Requirements

Note that for all Exams there will be ASSSIGNED SEATING as described in the Syllabus:

All Exams are CLOSED-Book. There will be three MidTerm exams and a Final exam as indicated on the Schedule. 

  • There will be ASSIGNED SEATING for all exams.
    • On Exam Days the instructor will place the exams on the desks, FACE DOWN, with a student name written on the back of the Exam. Each Student is requested to find the exam with his/her name on it and take that seat withOUT turning over the exam until notified by the instructor.
  • All students are requested to be ON TIME on Exam Days.

 

 

What a good Letter of Recommendation as in this Example Letter? Then:

  • Study Hard, Get Good Grades, Participate in Class, Help your classmates, Have Fun

See how ALGEBRA can be USED ON THE JOB - it can be VERY useful

Want to see the lectures but don't have PowerPoint? DownLoad the FREE PowerPoint Viewer.

 

Lectures

MTH55_Lec-01_sec1_1-5_Alg_RealNos_Graphs_ProbSolv.ppt

MTH55_Lec-02_sec_1-6_Exponent_Rules.ppt

MTH55_Lec-03_sec_1-7_SciNot_Units_Rules.ppt

MTH55_Lec-04_sec_2-1_Fcn_Intro.ppt

MTH55_Lec-05_sec_2-2_Fcn_Graphs.ppt

  • No Board Notes for this Lecture

MTH55_Lec-06_sec_2-3_Fcn_Algebra.ppt

MTH55_Lec-07_sec_2-4a_Lines_by_Intercepts.ppt

MTH55_Lec-08_sec_2-4b_Lines_by_Slp-Inter.ppt

MTH55_Lec-09_sec_2-5_Pt-Slp_Line-Eqn.ppt

MTH55_Lec-10_sec_3-1_2Var_LinSys.ppt

MTH55_Lec-11_sec_3-2a_Eqn_Sys_Apps.ppt

MTH55_Lec-12_sec_3-2b_Eqn_Sys_Apps.ppt

MTH55_Lec-13_sec_3-3a_3Var_Lin_Sys.ppt

MTH55_Lec-14_sec_3-3b_3Var_Sys_Apps.ppt

MTH55_Lec-15_sec_4-1_Solve_Linear_Inequalities.ppt

MTH55_Lec-16_sec_4-2_Compound_Inequalities.ppt

MTH55_Lec-17_sec_4-3a_Absolute_Value.ppt

MTH55_Lec-18_sec_4-3b_AbsVal_InEqualities.ppt

MTH55_Lec-19_sec_4-4_2Var_InEqualities.ppt

MTH55_Lec-20_sec_5-1_Intro_to_PolyNom_Fcns.ppt

MTH55_Lec-21_sec_5-2_Mult_PolyNoms.ppt

MTH55_Lec-22_sec_5-3_GCF-n-Grouping.ppt

MTH55_Lec-23_sec_5-4_Factor_TriNomials.ppt

MTH55_Lec-24_sec_5-5_Factor_Specials.ppt

MTH55_Lec-25_sec_5-6_Factoring_Strategy.ppt

MTH55_Lec-26_sec_5-7_PolyNom_Eqns-n-Apps.ppt

MTH55_Lec-27_sec_Ga_Graph_Rational_Functions.ppt

MTH55_Lec-28_sec_Gb_Graph_Rational_Functions.ppt

MTH55_Lec-29_sec_6-1_Rational_Fcn_Mult-n-Div.ppt

MTH55_Lec-30_sec_6-2_Rational_Fcn_Add-n-Sub.ppt

MTH55_Lec-31_sec_6-3_Complex_Rationals.ppt

MTH55_Lec-32_sec_6-4_Polynomial_Division.ppt

MTH55_Lec-33_sec_6-5_Synthetic_Division.ppt

MTH55_Lec-34_sec_6-6_Rational_Equations.ppt

MTH55_Lec-35_6-7_Rational_Equation_Applications.ppt

MTH55_Lec-36_sec_6-8_Model_by_Variation.ppt

MTH55_Lec-37_sec_7-1a_Radical_Expressions.ppt

MTH55_Lec-38_sec_7-1b_Cube_nth_Roots.ppt

MTH55_Lec-39_sec_7-2a_Radical_Functions.ppt

MTH55_Lec-40_sec_7-2b_Rational_Exponents.ppt

MTH55_Lec-41_sec_7-3a_Radical_Product_Rule.ppt

MTH55_Lec-42_sec_7-3b_Factor_Radicals.ppt

MTH55_Lec-43_sec_7-4_Add_Sub_Divide_Radicals.ppt

MTH55_Lec-44_sec_7-5_Rationalize_Denoms.ppt

MTH55_Lec-45_sec_7-6a_Radical_Equations.ppt

MTH55_Lec-46_sec_7-6b_2Var_Radical_Eqns.ppt

MTH55_Lec-47_sec_7-7_Complex_Numbers.ppt

MTH55_Lec-48_sec_8-1_Complete_Square.ppt

MTH55_Lec-49_sec_8-2a_Derive_Quadratic_Eqn.ppt

MTH55_Lec-50_sec_8-2b_Quadratic_Eqn_Apps.ppt

MTH55_Lec-51_sec_8-3a_Quadratic_Fcn_Graphs.ppt

MTH55_Lec-52_sec_8-3b_Quadratic_Fcn_Apps.ppt

MTH55_Lec-53_sec_8-4_Eqns_Quadratic_in_Form.ppt

MTH55_Lec-54_sec_8-5a_PolyNom_InEqual.ppt

MTH55_Lec-55_sec_8-5b_Rational_InEqual.ppt

MTH55_Lec-56_sec_9-1a_Exponential_Fcns.ppt

MTH55_Lec-57_sec_9-1b_Exponential_Base-e.ppt

MTH55_Lec-58_sec_9-2a_Composite_Fcns.ppt

MTH55_Lec-59_sec_9-2b_Inverse_Fcns.ppt

MTH55_Lec-60_sec_9-3a_Intro-to-Logs.ppt

MTH55_Lec-61_sec_9-3b_Com-n-Nat_Logs.ppt

MTH55_Lec-62_sec_9-4a_Log_Rules.ppt

MTH55_Lec-63_sec_9-4b_Log_Change_Base.ppt

MTH55_Lec-64_sec_9-5a_Exponential_Eqns.ppt

MTH55_Lec-65_sec_9-5b_Logarithmic_Eqns.ppt

MTH55_Lec-66_sec_9-6_EXP_Growth-n-Decay.ppt

MTH55_Lec-67_sec_10-1_Dist-n-Mid_Formulas.ppt

 

Chabot_Engineering_Home

 
Chabot College home page