28 videos in "Algebraic Word Problems"
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Work Problem 1 - Intro
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Work Problem 2
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Work Problem 3
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Work Problem 4
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Algebra: Solving Linear Equations - Part 2: Applications (Sample 2)
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Basic Algebra Word Problems 1
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Basic Algebra Word Problems 2
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Basic Algebra Word Problems 3
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Basic Algebra Word Problems 4
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Basic Algebra Word Problems 5
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Basic Algebra Word Problems 6
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Basic Algebra Word Problems 7
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One variable Problem 1
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One variable Problem 2
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One variable Problem 3
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One variable Problem 4
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Coin Problem 1
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Coin Problem 2
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Coin Problem 3
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Consecutive Integer Problem 1
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Consecutive Integer Problem 2
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Consecutive Integer Problem 3
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Stamp Problem
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Solving Word Problems using Proportions 1
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Solving Word Problems using Proportions 2
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Direct Variation
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Intermediate Algebra Review Part 5
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Intermediate Algebra Review Part 6
Algebra: Solving Linear Equations - Part 2: Applications (Sample 2)
Examples of word problems done include:
Finding a number based on certain criteria.
Word problems involving some geometry (triangle, rectangle, circle).
Age problems.
Mixture problems.
Money problems (story of my life!).
Rate-Time-Distance problems.
Percent Equations/problems.
Ratio and Proportion (concepts and solving problems, including similar triangles).
Problems dealing with Unit Price.
- How do you solve a linear equation in Algebra?
- What are some real-life applications to solving linear equations?
- How do you solve rate-time-distance problems?
- How do you make a table to solve a rate-time-distance problem?
- If it takes Karl four hours to paddle his canoe upstream, it takes him 144 minutes to travel the same distance downstream, and he can go 2 miles per hour in still water, what is the speed of the river current?
- How do you use units conversion to convert minutes into hours?
- What is unit conversion?
- How can you change 144 minutes into hours?
- How do you solve the system of equations (2 - r)*4 = d and (2 + r)*2.4 = d?
- How do you solve (2 - r)*4 = (2 + r)*2.4?
- How do you check your answer to a rate-time-distance problem?
This is a very thorough and understandable explanation of how to solve a problem involving a river current. This type of problem is very common in Algebra classes, and it is often confusing. This method of making a chart and using r*t=d is very helpful and works very well. Great tutorial.


