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It means that a problem has an infinite number of correct answers.
This could mean that there are no incorrect answers at all or that infinitely many correct answers alternate with groups of incorrect answers.
An example equation of the first type is 3x + 23 = 3x + 23, in which all possible values of x are correct from -infinity to +infinity.
An example equation of the second type is sin(x) = 0, in which the infinite set of numbers {..., -pi, -pi/2, 0.0, pi/2, pi, ...) are correct but the numbers between members of that set are incorrect.
What else can I help you with?
What do infinitely many solutions mean?
it means you can never run out of possible solutions - there are an infinite number of them.
What 4 numbers have a range of 4 and a mean of 4?
There are infinitely many possible solutions. One such is {1.7, 3.3, 5.3, 5.7}.
What three numbers with mean of 5 and range of 7?
If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.
If a system of linear of linear equations has infinitely many solutions what does this mean about the two lines?
If a system of linear equations has infinitely many solutions, it means that the two lines represented by the equations are coincident, meaning they lie on top of each other. This occurs when both equations represent the same line, indicating they have the same slope and y-intercept. As a result, any point on the line is a solution to the system.
How do you know when a equation has an infinte number of solutions?
-- A single equation with more than one variable in it has infinitely many solutions. -- An equation where the variable drops out has infinitely many solutions. Like for example x2 + 4x -3 = 0.5 (2x2 + 8x - 6) As mean and ugly as that thing appears at first, you only have to massage it around for a few seconds to get -3 = -3 and that's true no matter what 'x' is. So any value for 'x' is a solution to the equation, which means there are an infinite number of them.
What do infinitely many solutions mean?
it means you can never run out of possible solutions - there are an infinite number of them.
What does it mean if an equation equals 0 does it have one solution no solution or indefinitely many solutions?
It has infinitely many solutions.
What does consistent mean in algebra?
consistent means that it either has a unique solution or infinitely many solutions. But not No solutions.
Is x1 a solution or an infinitely many solutions?
Assuming you mean x=1, then it is a solution.
What 4 numbers have a range of 4 and a mean of 4?
There are infinitely many possible solutions. One such is {1.7, 3.3, 5.3, 5.7}.
What three numbers with mean of 5 and range of 7?
If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.If they are integers, then the possible answers are {1, 6, 8} and {2, 4, 9}.If not, there are infinitely many possible solutions.
Y = 3x 2?
5
What does solution set mean in math?
The set of all the solutions of an equation or condition
If a system of linear of linear equations has infinitely many solutions what does this mean about the two lines?
If a system of linear equations has infinitely many solutions, it means that the two lines represented by the equations are coincident, meaning they lie on top of each other. This occurs when both equations represent the same line, indicating they have the same slope and y-intercept. As a result, any point on the line is a solution to the system.
How do you know when a equation has an infinte number of solutions?
-- A single equation with more than one variable in it has infinitely many solutions. -- An equation where the variable drops out has infinitely many solutions. Like for example x2 + 4x -3 = 0.5 (2x2 + 8x - 6) As mean and ugly as that thing appears at first, you only have to massage it around for a few seconds to get -3 = -3 and that's true no matter what 'x' is. So any value for 'x' is a solution to the equation, which means there are an infinite number of them.
What is the difference between infinitely many solutions and all real numbers?
Let me use an example. y^2 = -x (where y^2 means y squared) Then y = sq rt (-x). There is an infinite number of solutions, some of which are imaginary numbers and some are real. So when you say 'infinitely many solutions' this includes imaginary numbers. All real numbers is a subset of that.
What are six values that has a mean of 28 a median 29 and a range of 18?
There are infinitely many possible solutions. Even if you limit your answer to integers, there are over a hundred. One possible answer {16, 26, 28, 30, 34, 34}
