Solution of two equations

Related BrainMass Solutions

• Discussion questions on systems of linear equations

  The intersection is the solution of the system of linear equations. If the two lines are parallel, then they never intersect, so there is no solution.

• parametric equations for the line

  This constitutes the parametric equations for the line of intersection of the two planes. The solution shows how to find the parametric equation of the intersection line of two planes.

• Matrices and equations

  No solution is defined as no set of values for the variables in the set of linear equations that can satisfies all equations i.e. 0xi = a real number (1, infinity).

• Quantative Reasoning: Systems of Linear Equations

  This solution shows a step-by-step algebraic solution to two linear equations, where the unknown variables are x and y. The solved values of x and y represent the point, where the two linear equations intersect.

• Various questions on finite mathematics

  Proof: if the straight lines represented by the equations are nonparallel, then two lines must intersect. The intersection point is the solution of the system. 2. False. Counterexample. Let y=x+1 and y=x+2 be a system of two equations.

• Multiples of Quadratic Equations

  167033 Multiples of Quadratic Equations Two quadratic equations that are multiples of each other are actually the same equation, and that they don't count as being "more than one QE that have the same solution set".

• Methods of solving

  Comparing and contrasting all methods of solving systems of linear equations Write one or two paragraphs comparing and contrasting all methods of solving systems of linear equations with two variables. Explain which method you prefer and why.

• Why we have graphical and numerical methods for equations

  It is an entirely numerical means of finding the solution. On the other hand, when you graph both of the equations in a system of equations, wherever the two lines cross is your solution. Why are there different methods?

• Parallel lines and equations

  31124 Parallel lines and equations What is the solution to a system of 2 equations represented by 2 parallel lines in the same plane? There is no solution.

• System of equations and matrices

  In this case the inner product is the dot product: Hence we have two linear independent solutions to this two equations system, thus a linear combination of these solutions is a solution as well.