Multiplying Radicals:The explanation to multiplying radicals is given below.There are mainly two laws are used. They are given below,Product law:
* Product law are also used in the radical expressions.
* By using the product law, if the given radical expressions are having the same index value means, then it can be multiplied.
Example: [root(4)(2)] [xx] [root(4)(3)] = [root(4)(6)]
Distributive law:
* Distributive law are also used in the radical expressions.
By using the distributive law, we have to multiply each and every terms.
Example: a (b + c) = ab +ac.The other key area of study is dividing radicals.Hope you like the above example of Multiplying Radicals.Please leave your comments, if you have any doubts.
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* Product law are also used in the radical expressions.
* By using the product law, if the given radical expressions are having the same index value means, then it can be multiplied.
Example: [root(4)(2)] [xx] [root(4)(3)] = [root(4)(6)]
Distributive law:
* Distributive law are also used in the radical expressions.
By using the distributive law, we have to multiply each and every terms.
Example: a (b + c) = ab +ac.The other key area of study is dividing radicals.Hope you like the above example of Multiplying Radicals.Please leave your comments, if you have any doubts.
Want to know about Basic Points Calculator
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