Methinks jvanname has been muted for a bit.
Go away. You are a harasser.
-Joseph Van Name Ph.D.
go awey. youre a
FRAUDYou are about as rotten as BitcoinGirl.Club's nasty breasts.
-Joseph Van Name Ph.D.
Wow. such a PHD-ish reply. Congrats, loser. You have no social skills or sense of humor, do you?
Again, show us on the damn doll where we all hurt you FFS.
My Ph.D. is in Mathematics. And you are not talking mathematics. You are not even communicating sensibly because you are a chlurmck. And this is why I refuse to prevent the next 5 pandemics. Humanity needs a good ass whooping more than it needs health and safety.
-Joseph Van Name Ph.D.
LOLOLOLOLOLOL FRAUD. u can solv thiss?
Um. That is a high school level linear algebra problem that a decent 10th grader should be able to solve. Oh wait. We do not even have to use anything like Cramer's rule or Gaussian elimination because the matrix that we multiply the three variables by is already triangular, so this is an easy 10th grade algebra problem that one goes through before learning harder methods similar to Gaussian elimination for solving systems of linear equations. There are 3 stars. 3*star=18, so star=6. 2*fan+star=14, so 2*fan+6=14, hence 2*fan=8, thus fan=4. 2*clock-fan=2, so by substituting
2*clock-4=2, hence 2*clock=6. Therefore, clock=3. But I see that 6 refers to the number of sides in the star, 4 refers to the number of blades on the fan, and 3 refers to the time on the clock.
In the last equation, we have 3+2*5UnknownOperation5. Yeah. There is nothing connecting the two stars on the last equation together since I need an operation there.
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The variables in the last equation are different looking though. And the last equation has two stars put together, but there is no operation connecting the two stars together.
-Joseph Van Name Ph.D.