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Transcript
RADICAL EQUATION: AN EQUATION IN WHICH THE
VARIABLE OCCURS IN A SQUARE ROOT, CUBE ROOT OR
ANY HIGHER ROOT
SOLVING RADICAL EQUATIONS CONTAINING NTH ROOTS:
1. If necessary, arrange terms so that one radical (the most complicated) is isolated
on one side of the equation
2. Raise both sides of the equation to the nth power to eliminate the nth root.
3. Solve the resulting equation. If this equation still contains radicals, repeat steps
1 and 2.
4. Check all proposed solutions in the original equation.
FIND THE REAL SOLUTIONS OF EACH EQUATION
1.
2t  1  1
FIND THE REAL SOLUTIONS OF EACH EQUATION
2.
2x 1  2  x
FIND THE REAL SOLUTIONS OF EACH EQUATION
3.
15  2x  x
FIND THE REAL SOLUTIONS OF EACH EQUATION
4.
3  x  x2  x  2
FIND THE REAL SOLUTIONS OF EACH EQUATION
5.
3x  1  x  1  2