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\(Suppose $a$ and $b$ are different prime numbers greater than 2. How many whole-number divisors are there for the integer $a(2a+b)-2a^{2}+ab$? \)

 Jul 9, 2021
 #1
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How about writing it so it is more legible.  

 Jul 10, 2021
 #2
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pretty sure it reads: Suppose a and b are different prime numbers greater than 2. How many whole-number divisors are there for the integer a(2a + b) - 2a^2 + ab

Guest Jul 10, 2021
 #3
avatar+114812 
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Yes, but if a person doesn't put any effort into presenting their question properly, do you think they being polite, or that they are really interested in learning anything?

 

I do not want to do homework for people who are not polite and are not attempting to learn.

Melody  Jul 11, 2021

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