Task 2

Task 2

1. Multiplying Radicals

   • For this, first you must turn the simplified radicals into the original squared number.
     • Then you multiply both of the numbers that are inside
       • Finally you simplify the outcome which is the answer

2. Simplifying Radicals

   • Break it up into two multiples
     • One must be a perfect square
       • The other is kept as the square root of it since it isn't a perfect square
       • It is put on the outside since it can be squared
   • To self-check answer, you must do inverse operation
     • First, you have to square the outside number
       • Then you multiple it by the number that cannot be made into a perfect square
         • You should get the same number you started with

3. Adding/ Subtracting Radicals

   • Keep the inside number the same and the value (negative/positive) is determined by it either being added or subtracted
     • on the outside, only combine like terms