MAT 151 Section 7.5-7.6 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
MAT 151 Section 5.5-5.6 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
MAT 151 Section 6.1-6.2 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
MAT 151 Section 5.3-5.4 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
13.3 Determining the Purity of Aspirin by Titration- Report Sheet
NAME_
SECTION_
_
NB
/10
TECH
/10
RS
/80
DATE
TOTAL
/100
Determining the Purity of Aspirin by Titration
Part I- Observations for Iron (III) Chloride Purity Test
Salicylic acid:_
Commercial a
MAT 151 Section 7.1-7.2 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
MAT 151 Section 6.3-6.4 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
MAT 151 Section 7.3-7.4 Homework
Printed Name:_
Circle: 9am class
10am class
Solve each of the following problems. All work should be done on this test page and not on
scrap paper. Show your work clearly and legibly. Circle your final answer. Your work mu
MAT 171, Optimization Problems Supplement
1. An open rectangular box with square base is to be made from 108 square feet of
material. What dimensions will result in a box with the largest possible volume?
2. A container in the shape of a right circular cy