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Name Date LESSON Class Practice B 119 Solving Radical Equations Solve each equation. Check your answer. X 1. 2. 5 × 11 3 2 11 2 × × 15 × 121 × 3. 3x 5 11 3x 225 3x × 6. 320x 4 6 4 4x 5. 4 2
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How to fill out 11 3 solving radical:

01
Start by identifying the radical in the equation 11 3.
02
Simplify the radical by finding the square root of the radicand, which is 11 in this case.
03
Evaluate the simplified radical expression, which would be the square root of 11.
04
The exact value for the square root of 11 is √11.

Who needs 11 3 solving radical:

01
Individuals studying algebra or mathematical concepts that involve radicals.
02
Students learning about simplifying and evaluating radical expressions.
03
Anyone working on problems or equations that involve square roots and radicals.
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Solving radical equations involves finding the values of variables that make the equation true, where the equation includes a variable within a radical (usually a square root).
Typically, students who are studying algebra or mathematics at various educational levels are required to solve radical equations as part of their curriculum.
To solve radical equations, isolate the radical on one side, square both sides to eliminate the radical, then solve for the variable, checking for extraneous solutions.
The purpose is to find the exact values of the variable which satisfy the equation, and to better understand the properties of functions involving radicals.
The solutions obtained, any restrictions on the variable, and verification of solutions by substituting back into the original equation should be reported.
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