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- Identify Equations: Identify the given system of equations.We have two equations:) ) We need to find the values of and that satisfy both equations simultaneously.
- Substitute in Second: Substitute the expression for from the first equation into the second equation.Since , we can replace in the second equation with to get:
- Combine Like Terms: Combine like terms in the equation from Step .So the equation becomes:
- Solve for x: Solve for x.To find the value of x, we divide both sides of the equation by :
- Substitute for : Substitute the value of back into the first equation to find . We know that , so:
- Check Solution: Check the solution in both original equations.First equation: (True)Second equation: (True)Both equations are true, so the solution is correct.
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