example of an inconsistent equation. It must have variables and numbers on both sides. What does it come to (last line) when you try to solve it? What tells you it is inconsistent? What is the solution set?
Answers
Answer:
it is an eq. which has no solution an eg is 2x=3y
it os an eg for a simple inconsistent eq
qhen we cannot solve it then it is called inconsistent
Answer:
Inconsistent equations are a specific type of system of equations. In this lesson, we will learn about inconsistent equations and how to identify them. When you've finished the lesson, you will be able to test your knowledge with a quiz.
Step-by-step explanation:
For example, suppose we are looking for two numbers such that five times the first number added to two gives the second number, and if you subtract two times the second number from 10 times the first number, you get 12. In this example, we have two unknowns. Let x = the first number and y = the second number. We are given that five times the first number added to two gives the second number, therefore 5x + 2 = y. We are also given that if you subtract two times the second number from 10 times the first number, you get 12, therefore 10x - 2y = 12. This gives the following system of equations.
5x + 2 = y
10x - 2y = 12
Recall that there are two ways to solve a system of equations: substitution or elimination. These methods are summarized here: