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If x, y(x < y) are primes satisfying x + y = 30, then the number of such pairs (x, y) is
we have givenΒ
Β x + y = 30,Β Β Β andΒ Β Β Β x, y(x < y)
then we haveΒ
y - xΒ > 0Β Β
yΒ > xΒ
then y should be positive integer and theΒ x have the following conditionΒ
x > 0
x = 0Β
x < 0Β Β
so we have three pair of satisfying the condition of (x,y) in equation x + y = 30Β Β Β answerΒ
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