you have a system of k equations in two variables, k≥2 . explain the geometric significance of no solution. a unique solution. an infinite number of solutions.

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02-09-2022
Mathematics

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you have a system of k equations in two variables, k≥2 . explain the geometric significance of no solution. a unique solution. an infinite number of solutions.

Sagot :

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rafikiedu08 rafikiedu08 · Answer 1 · 2022-09-07T03:57:03-04:00

To know the geometric significance of the system of equation we must understand the following concepts.

In an algebraic equation the unique solution is possible only when the number of variables is equal to the range of unknowns inside the equation.

it'll have an infinite solution it the number of equation and number of variables aren't equal.

it will have no answer if the wide variety of variable is greater than the variety of equations given.

If there is 2 variables in the equations then there should be two equations to get the unique solution.

To learn more about the equation visit the link:https://brainly.com/question/953809

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you have a system of k equations in two variables, k≥2 . explain the geometric significance of no solution. a unique solution. an infinite number of solutions.

Sagot :

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