Algebra : 'Together and Alone' Word Problems

Related BrainMass Solutions

• College Algebra : 'Together and Alone' Word Problems, Simplifying Complex Expressions (5 Problems)

  63789 College Algebra : 'Together and Alone' Word Problems, Simplifying Complex Expressions (5 Problems) 30. Assume that Joe take 6 hours working alone and Sam takes 8 hours working alone, how long does it take the, to do it together?

• Simplifying and 'Together and Alone' Type Word Problems

  59954 Simplifying and 'Together and Alone' Type Word Problems 12. Simplify: 10 t^6 3 ---- - --- -:- ---- t^2 2 t^5 13.

• Six Algebra Word Problems : Ratio and Proportion, Length of Time Together and Alone, Length of Diagonal and Period of Swing

  53768 Six Algebra Word Problems : Ratio and Proportion, Length of Time Together and Alone, Length of Diagonal and Period of Swing 50. Foxes and rabbits. The ratio of foxes to rabbits in the Deerfield Forest Preserve is 2 to 9.

• Algebra Word Problems : 'Together and Alone' Problems

  130154 Algebra Word Problems : 'Together and Alone' Problems Problem 1:Suppose one painter can paint the entire house in twelve hours, and the second painter takes eight hours .

• College Algebra: Systems of Equations Application Word Problems (8 Problems)

  This solution provides the equations for eight systems of equations from the Word problems and solves them in an attached Word document.

• Algebra : Solving Equations from Word Problems

  143838 Algebra : Solving Equations from Word Problems Find the average weight in pounds of a type of bird of your choice.

• Algebra - Rational Equations

  Solve. 7(x - 8) = 4(x + 4) 7x - 56 = 4x + 14 3x = 70 x = 70/3 The expert examines algebra word problems. Neat, step-wise solutions are provided.

• solving equations with fractions

  Also, it investigates the together and alone word problems. The response is detailed and has a '5/5' rating.

• Fractions : Together and Alone Word Problems

  78040 Fractions : Together and Alone Word Problems Working together to get the job done. Betty and Frank, working together , can paint the exterior of a house in 3 days. Frank, by himself, can complete the job in 8 days less than Betty.