which number is found at intersection of all composite prime and even numbers
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am trying to compute the intersections and unions of the following sets ...
A={x:x∈N and x is even}
B={x:x∈N and x is prime}
C={x:x∈N and x is a multiple of 5}
a. A∩B= {2}
even and prime, if it's even it's divisible by 2, so 2 is the only even and prime number
b. B∩C= {5}
multiple of 5 and prime, so 5 is the only choice
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I am not a teacher tape la kuch nahi hota
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