Consistent and Inconsistent Linear Systems
Topic Page
Consistent and Inconsistent Linear Systems
Questions
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What does consistent and inconsistent mean in graphing?
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What are consistent and inconsistent systems?
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How many kinds of solutions are there?
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What are coincident lines?
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How do you identify if the system #3x-2y=4# and #9x-6y=1# is consistent or inconsistent?
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What kind of solutions does #3x-4y=13# and #y=-3x-7# have?
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How do you know if the system #3x+2y=4# and #-2x+2y=24# is consistent or inconsistent?
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How many solutions do the system of equations #2x-3y=4# and #4x-6y =-7# have?
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How do you know if #x+2y=4# and #2x+4y=5# is consistent or inconsistent?
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How do you determine how many solutions #x=2# and #2x+y=1# has?
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How do you know when a system of equations is inconsistent?
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How do you know when a system of equations has no solution?
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How do you write a system of equations with one solution, a system of equations with no solution and a system of equations with infinitely many solutions?
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How do you write a system of equations with one solution, a system of equations with no solution and a system of equations with infinitely many solutions?
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What kind of solutions does #3x + 2y = 4# and #2x - y = 5# have?
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How do you solve the following system of equations #y = (1/3)x + 6# and #y = (1/3)x - 6#?
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How do you tell if a system is consistent or inconsistent #2x + y = 7# and #x - 2y = 7#?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x - y = -2 and -4x + 2y= 5?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y = x + 3 and y = –2x + 3?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y = x + 2 and –4x + y = –1 ?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y – 4 = 2x and y – 2x = 4?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2 + y = 2x and y – 2x = 5?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given x - 4y = 2 and 2x - 8y = 5?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y = 1/3x - 2 and y = -x -6?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 8x-5y= -17 and -2x+y=6?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x-8y=0 and -2x+5y=-2?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 4x-6y=2 and 5x+3y= 1?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2x-5y=3 and -4x+10y= -6?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 5x+ 4y= -18 and 2x+3y=-24?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x+7y= -1 and 2x +3y= 6?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2x + 3y= -6 and 3x- 4y= 25?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 4x- 3y= 8 and -8x +6y= 16?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 7x+5y= -12 and 3x-4y=1?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given -5x+3y= -5 and y= 5/3x + 1?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given x-2y=2 and 2x-y= -5?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given x+ 5y=1 and -3x +4y= 16?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x-y= -4 and x+ 3y= -28?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 6x +y= -6 and 4x+3y= 17?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x-2y= 10 and -6x +4y= -20?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2x +3y= 17 and 5x+8y= 20?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y=2x+1 and y=x-2?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2x+3y= -12 and 2x-y = -4?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x - y = -6 and x + y = 2?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y = 4x + 4 and 3x + 2y = 12?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y = 5x - 7 and -4 + y = -1 ?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given x= y - 11 and x - 3y = 1 ?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 8x + 3y= -9 and -8x + y = 29?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y=-x+6 and y=3/4x-1?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 4x - 7y = 10 and y = x - 7?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2x+5y=-16 and 6x+y=20?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 7x+4y=26 and 3x-8y=-18?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 5x+3y=19 and -5x+2y=21?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 3x-9y=3 and 5x-8y=12?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 2x - 9y = 1 and 7x - 12y = 23?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y=1/2x+3 and x+3y=-6?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 9x - 3y = 3 and -3x - 8y = 17?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 4y = 11 - 3x and 3x + 2y = -5?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given x + 6y = 28 and 2x - 3y = -19?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 8x - 7y = -3 and 6x - 5y = -1?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 11x = 2y - 1 and 3y = 10 + 8x?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given y=4x+-3 and y= -1x+ -8?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given #y=5x + -1# and #y=2x+2#?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 10x - 9y = 46 and -2x + 3y = 10?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given -2x - 9y = -25 and -4x - 9y = -23?
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How do you determine whether a linear system has one solution, many solutions, or no solution when given 8x =+ y = -16 and -3x + y = - 5?
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What is a linear system?
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What is a consistent linear system?
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What defines an inconsistent linear system? Can you solve an inconsistent linear system?
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What does it mean for a system of equations to be over determined?
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What does it mean for a system of equations to be determined?
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How are overdetermined linear systems important to statistics?
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If a system of linear equations has more variables than equations, can it be solved?
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If a system of equations has linearly dependent equations and an equal number of equations and variables, does it have to be consistent?
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How do you determine the line of possible solutions to an underdetermined system of linear equations?
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How do you use matrices to solve systems of polynomial equations?
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What is the span of a matrix?
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How do you solve linear systems using matrices?
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How do you determine the value(s) of k such that the system of linear equations has the indicated number of solutions: An infinite number of solutionsfor 4x + ky = 6 and kx +y = -3?
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How do you determine the value(s) of k such that the system of linear equations has the indicated number of solutions: no solutions for x + 2y + kz = 6 and 3x + 6y + 8z = 4?
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What are the solutions to #y = -2x + 2# and #2y = -4x +4#?
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How do determine if #2x+3y=6, 2x+3y=7# has no solution, one solution, or an Infinite number of solutions and find the solution?
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How do determine if #x+y=-2,y=x+2# has no solution, one solution, or an Infinite number of solutions and find the solution?
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How do determine if #x+y=-3, 2x+y=1# has no solution, one solution, or an Infinite number of solutions and find the solution?
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How many solutions does this system have #2x +8y= 16, -3x +6y =30#?
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Question #53b61
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A system of equations has 1 solution. If #4x-y=5# is one of the equations, which could be the other equation?
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If there is no solution to a graph of a system of equations, then the lines must be?
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How do you tell whether the system has one solution, infinitely many solutions, or no solution: #10y=-7x+18, 3.5x+5y=9#?
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Given that the value of b can never be equal to -1, how do you determine if the equations are intersecting, parallel, or coincident: #x+y=ab, bx-y=a#?
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Question #951e6
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Question #43f62
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Question #c4621
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If #y=3x-7, 3y=kx-21# are equivalent linear equations, what is the value of k?
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How many solutions are there to the following systems of equations: 2x-y=2, -x+5y=3?
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How many solutions does the following system of equations have #3y-6x=9, 2y-4x=6#?
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Amanda pays an one-time fee of $100 and a monthly fee of $10 to belong to a gym. Maria pays only a monthly fee of $20 to belong to her gym. How do you write a system of equations to represent this situation?
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Question #a7add