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. Find the L.C.M. of following algebraic terms,
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Q. . Find the L.C.M. of following algebraic terms,
- Identify Variables Powers: Identify the highest powers of the variables in the given terms. has to the power of , has to the power of , and has to the power of and to the power of .
- Determine L.C.M. for : Determine the L.C.M. for the variable . The highest power of present in the terms is .
- Determine L.C.M. for : Determine the L.C.M. for the variable . Since is only present in the term , its highest power is .
- Combine Variable L.C.M.: Combine the L.C.M. of the variables.The L.C.M. will be times .
- Find Coefficient L.C.M.: Find the L.C.M. of the coefficients and . The L.C.M. of and is .
- Write Final L.C.M.: Write the final L.C.M. by combining the L.C.M. of the coefficients with the L.C.M. of the variables.The final L.C.M. is .
