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The limit does not exist.
Hey nerds we just won a game, let's party!
BTW - modern calculators don't use the "Reverse Polish Notation" of the older TI scientific calculators, which may contribute to confusion with PEMDAS rules. Dunno. Math was a while back. Loved it...until I got to trig. I'm too much of a straightline thinker to handle theoretical math. If you can't solve an equation, you don't invent an imaginary number to fix it.![]()
Yeah - that's why I aced math classes until I got to Trig. Then the wheels fell of the bus.A mistake plus Keleven gets you home by 7!
Disagree. As someone who took 20+ higher level math courses at Iowa state; I did not view it as you suggest one with such a background would.Bingo. For people who didn't do much math beyond algebra they are going to work the parenthesis then go left to right with multiplication based on order of operations.
For people who have done a lot of higher level math, they are going to view the implied multiplication as you have it here. Basically it acts like a second set of parenthesis putting everything after the division sign into the denomenator.
Looks like the jokes on you, if you look closely there actually is an equal sign there.That's not an equation (no equal sign). I call TRICK QUESTION.
Crap, thought I'd fixed that. Good catch.I think the bolded should be addition.
Yeah so that makes it 8 over 2 and that quantity times 2+2The division symbol can always be expressed as a fraction. The answer is 1.
The parentheses portion of PEMDAS applies to operations WITHIN the parentheses. 4(4)=4*4=4(2+2)=4*(2+2)Well, first - I had a typo in the first line.
But I already explained it. You reduce what's in the parentheses, but you don't remove the parenthesis. Per PEMDAS, parentheses and Exponents come before multiplication and division, so you reduce the parentheses by completing the parenthetical operation, giving you 8.
Makes sense. All the folks who put "1" using that 1917 math textbook.
Makes sense. All the folks who put "1" using that 1917 math textbook.