Root 3 + root 2 into root 3 minus root 2
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Let us have a look before simplification.
(A + B) (A - B) = A² - B², this formula is known to us. We all read about this formula in class 7 or class 8 while learning factorisation.
But, what happens when it becomes √A and √B ???
The logic, as well as the procedure remains the same.
(√A + √B) (√A - √B)
= (√A)² - (√B)²
= A - B [•.• (√A)² = A ; (√B)² = B]
Similarly, the above given question can also be solved easily following this rule and procedure.
The solution will be :
(√3 + √2) (√3 - √2)
= (√3)² - (√2)²
= 3 - 2
= 1
Hence, 1 is the required answer.
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