Prove or disprove that the product of two irrational is an irrational
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AS ANY IRRATIONAL NUMBER CAN BE EXPRESSED IN ROOT FOR EXAMPLE ROOT3 IS 1.732...
AND IF WE WILL MULTIPLY THIS NO. WE CAN GET A RATIONAL NO AS WELL AS AN IRRATIONAL NUMBER FOR EXAMPLE ROOT3 INTO ROOT3 IS 3 WHICH IS RATIONAL
BUT ROOT3 INTO ROOT2 IS ROOT6 WHICH IS IRRATIONAL
HOPE THIS WILL HELP YOU AND IF IT DOES PLS MARK IT AS BRAINLIEST
AND IF WE WILL MULTIPLY THIS NO. WE CAN GET A RATIONAL NO AS WELL AS AN IRRATIONAL NUMBER FOR EXAMPLE ROOT3 INTO ROOT3 IS 3 WHICH IS RATIONAL
BUT ROOT3 INTO ROOT2 IS ROOT6 WHICH IS IRRATIONAL
HOPE THIS WILL HELP YOU AND IF IT DOES PLS MARK IT AS BRAINLIEST
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