In order for one to multiply a radical expressions, one must use the distributive property for radicals. The product rule for radicals must also be implemented. The method used to multiply a radical is the FOIL method. FOIL is an acronym. It stands for First, Outer, Inner, Last. After multiplying a radical expression, one must then simplify the expression. A radical expression contains a higher root, a cube root, or a square root and a radical.
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 1. Compare the radical expressions to see if they represent the same root. For example, √5 and √8 are both square roots. If either expression had a superscript number http://www.ehow.com/how_8620951_multiply-radical-e...
 1. Copy the multiplication problem from the textbook or worksheet. Each binomial should be in parenthesis like this: (2x - 3 sqrt6x)(5x + 2sqrt3x). 2. Locate the first term of the http://www.ehow.com/how_7733045_multiply-binomial-...
 When you are multipling radicals you multiply the outside numbers together, and then multiply the inside numbers together, and then you simplify the radical. You can multiply the http://answers.ask.com/Science/Mathematics/how_do_...
 You can simplify radical expressions by finding the root of the given figures that have the same index number. You'll add together the figures, keeping the index number the same. http://answers.ask.com/Science/Mathematics/how_to_...
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