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The sum of the two prime numbers is 85. What is the product of these two prime numbers?

The sum of the two prime numbers is 85. This is an odd number. According to the Rule, the sum of the even prime number and the odd prime number is called an odd number. I think you know that only one even prime number is 2.  according to the questions: suppose X and Y both are prime numbers then

\( x+y =85 \)

we know that one prime number is 2 than another prime number.

\( 2+y =85 \)


\( y =85-2 \)

\( y =83 \)

The Products of Prime number is \( x \times y = ? \) [put the value of x and y]

\( 2 \times 83 = 166 \)

 

 

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