Fake math-puzzle event becomes one of Facebook's most-viewed posts

You can do it in any order as long as you interpret the -1 correctly.
Perhaps that’s why the left to right order was “instituted” when you have the same “order” “rank” or “precedence” (call it what you wish) operations.
By that I mean what is reffered as PEMDAS:
P: paranthesis
E: exponents
M: multiplication
D: division
A: addition
S: subtraction.
There is no such rank of operations. Pemdas have 4 ranks only:
1. Parentheses
2. Exponentiation
3. Multiplication and division
4. Addition and subtraction
Operations of the same precedence are conventionally evaluated from left to right.
after wikipedia, and any other good math book. Multiplication have no precedence over division, and addition have no precedence over subtraction.

Of course, we could use Polish notation and never be in doubts anymore;)
 
Of course it does.....
6 - 4 + 2
if you first add 4 + 2, you will have 0.
correct answer is 4.
Order DOES matter. it is always from left to right on the same priority group.
I meant that they are the same… and thus left to right triumphs over order… this applies to mult/div and add/subtract
 
There is no such rank of operations. Pemdas have 4 ranks only:
1. Parentheses
2. Exponentiation
3. Multiplication and division
4. Addition and subtraction
Operations of the same precedence are conventionally evaluated from left to right.
after wikipedia, and any other good math book. Multiplication have no precedence over division, and addition have no precedence over subtraction.

Of course, we could use Polish notation and never be in doubts anymore;)
Please indicate where I specifically said how many ranks of operations are there. Hint I didn’t refer to how many are, merely spelled out clearly the meaning of the PEMDAS mnemonic acronym.
And please specify where I said there’s a precedence of multiplication over division or addition over subtraction? Again I didn’t.
Although people who think a/bc should be calculated as a/(b x c) clearly beg to differ, I made no personal statement about that.
 
3 X 3 - 3 / 3 + 3 = 1

Every time I try this, I keep coming with the answer being 1 (one). Is there something wrong with me?

Or am I correct, and therefore a "genius", and so must proceed to what's likely a malware site for the rest of the "test"?
 
Last edited:
3 X 3 - 3 / 3 + 3 = 1

Every time I try this, I keep coming with the answer being 1 (one). Is there something wrong with me?

Or am I correct, and therefore a "genius", and so must proceed to what's likely a malware site for the rest of the "test"?
Well… how do you try it? You actually made me curious as to how the result could be 1.
You mean you do 9-3 =6 first and then divide it to 3+3=6?
If so, wow!
 
Well… how do you try it? You actually made me curious as to how the result could be 1.
You mean you do 9-3 =6 first and then divide it to 3+3=6?
If so, wow!
Well, if you got the operators wrong… you could have 3 x (3-3) = 0… + 3/3… cause you read the + wrong?
 
3 X 3 - 3 / 3 + 3 = 1

Every time I try this, I keep coming with the answer being 1 (one). Is there something wrong with me?

Or am I correct, and therefore a "genius", and so must proceed to what's likely a malware site for the rest of the "test"?
You have to do the multiplication and division first, then add and subtract. So...
3 X 3 - 3 / 3 + 3 =
9 - 1 + 3 = 11
 
6 - 4 + 2
if you first add 4 + 2, you will have 0.
No, because you're not adding 2 to 4. You're adding 2 to -4 (negative 4).
There are three numbers in your example: +6 and -4 and +2.
Since you're just summing them all, you could write them in any order you would like. 2+6-4 or -4+6+2 2-4+6... and you would get the exact same result of 4 for each.
 
Well, if you got the operators wrong… you could have 3 x (3-3) = 0… + 3/3… cause you read the + wrong?
None of the operators are parenthetical. So, it's a linear equation.

3^2 = 9 9 - 3 = 6 Which then becomes the "dividend" Then 3+3 = 6 which becomes the "divisor" < You know, the "gozinta" number. (The number in front of this > ")".)

And so it comes to pass that 6 "gozinta" 6, once times.

BTW, @Bogdan may have been blowing gobs of sunshine into the darkest of places.

Well… how do you try it? You actually made me curious as to how the result could be 1.
You mean you do 9-3 =6 first and then divide it to 3+3=6?
If so, wow!
I honest to whomever can't figure WTF is going on in this thread. Do you guys feel the need to be able to outsmart yourselves before you can try to outsmart each other? I thought you'd be all argued out by the end of page one. Oh well, I guess it's kudos to those with the literary stamina to turn a simple linear equation into a work of fiction. For example, where did the imaginary parentheses come from? If Arabians from long times past could read this thread, they'd turn over in their graves. Algebra? This problem don't need no steenking algebra. :rolleyes:

Also, "algebra" is pronounced "Al-Hay-brah" in Spanish.
 
You have to do the multiplication and division first, then add and subtract. So...
3 X 3 - 3 / 3 + 3 =
9 - 1 + 3 = 11
Where did the "-1" come from? I'm still hung up on the idea that you solve each side of the equation separately. Which gives you 6 as a dividend, and 6 as the divisor. AFAIK this "/" still means "divided by". Or, alternatively, it's often accepted that "/" signifies "over".

Or, 6 is the numerator, and 6 is the denominator. Expressed as a fraction:
3 x 3 = 9 -3 = 6
____________ = 1
3 +3 = 6
 
Last edited:
Being a Brit, I totally agree with you. Just to poke a stick in the eye of our cousins across the pond...LOL
You're just still butthurt since we threw away all your useless "U's"
As in "colour", "favour", "flavour",

Most words ending in '-our' in British English end in '-or' in American English (color, flavor, honor, neighbor, rumor, labor, humor). Except for 'contour', 'velour', 'paramour' and 'troubadour' which are spelt the same everywhere.

Not to mention the fact y'all refuse to use the "Z" where it's absolutely called for.

"Fantasise", seriously?

(And if you're wondering, I did put that "y'all" in there just to annoy you). ;) 🤣
 
Of course it does.....
6 - 4 + 2
if you first add 4 + 2, you will have 0.
correct answer is 4.
Order DOES matter. it is always from left to right on the same priority group.
If you wanted to add 4 to 2, you would actually be adding -4 to 2 and it would become 6 - 2. What you have done is multiply 2 by -1. Here are your options:

(6 - 4) + 2
6 + (-4 + 2)
6 - (4 - 2)

You didn’t just try evaluating the order of operations as if subtraction and addition were equal. Instead you first violated the distributive law of “elementary” algebra by pulling out a negative 1 from only one number when trying to change it to 6 - (4 + 2): https://en.m.wikipedia.org/wiki/Distributive_property

You have to follow either of the last two examples if you wanted to complete the addition operation first.
 
Where did the "-1" come from? I'm still hung up on the idea that you solve each side of the equation separately. Which gives you 6 as a dividend, and 6 as the divisor. AFAIK this "/" still means "divided by". Or, alternatively, it's often accepted that "/" signifies "over".

Or, 6 is the numerator, and 6 is the denominator. Expressed as a fraction:
3 x 3 = 9 -3 = 6
____________ = 1
3 +3 = 6
Wow, OK you are not good at math.

First, sides of the equation in math refers to sides of the =. It is used in algebra to solve for X such as 3 = 2X.

Second, order of operations matter and it goes most to least powerful (or you can memorize the PEMDAS mentioned above).
parentheses is first because it is used for when you don't want to solve it the normal order (or occasionally to show something more clearly as I do below)
exponents (squared, cubed)
multiply & divide (in either order because X * Y then / Z is the same as Y / Z then * X)
add & subtract (in either order)

3 X 3 - 3 / 3 + 3 = has no parentheses but I will add them to show the normal order
(3 X 3) - (3 / 3) + 3 =
(9) - (1) + 3 =
9 - 1 + 3 = 11
 
This is why in engineering everything is properly bracketed so that their is no ambiguity. No one wants to lose a $75M rocket because someone misinterpreted an equation.
Except this wasn’t something ambiguous at all. It wasn’t something ambiguous like a/bc but rather a straightforward a x a - a/a + a. Primary school math.
 
Except this wasn’t something ambiguous at all. It wasn’t something ambiguous like a/bc but rather a straightforward a x a - a/a + a. Primary school math.
It is ambiguous when they use the division sign and not '/', this is why no one in engineering uses it. In fact we are taught to avoid it at all cost from day 1. Either way I was immediately able to solve it in my head by just rearranging it 3x3 + 3 -1
 
It is ambiguous when they use the division sign and not '/', this is why no one in engineering uses it. In fact we are taught to avoid it at all cost from day 1. Either way I was immediately able to solve it in my head by just rearranging it 3x3 + 3 -1
I don’t disagree engineering strives for clarity (I’m a senior machinery/ automation/ testing engineer) but there’s nothing ambiguous about the division sign. It is still division and it still has precedence over addition and subtraction.

There’s nothing ambiguous in 3 x 3 - 3/3 + 3. According to primary school math, you are doing 3 x 3 =9 and 3/3=1 first, then you solve left to right 9-1+3=11. I’m not sure why are we even arguing over the “ambiguity” of this, there is none.

I agree however that in engineering we use proper fractions and paranthesis to avoid any misinterpretation.
 
You're just still butthurt since we threw away all your useless "U's"
As in "colour", "favour", "flavour",

Most words ending in '-our' in British English end in '-or' in American English (color, flavor, honor, neighbor, rumor, labor, humor). Except for 'contour', 'velour', 'paramour' and 'troubadour' which are spelt the same everywhere.

Not to mention the fact y'all refuse to use the "Z" where it's absolutely called for.

"Fantasise", seriously?

(And if you're wondering, I did put that "y'all" in there just to annoy you). ;) 🤣

Leaving out the 'u' renders the word charmless and characterless (pun intended). The 'z' is an abomination and adds an unintended harshness to the word. :)
 
This is why in engineering everything is properly bracketed so that their is no ambiguity. No one wants to lose a $75M rocket because someone misinterpreted an equation.
If your engineers struggle with 4th grade math, you’ve got serious problems.

Struggling with 4th grade spelling, well, that’s almost expected isn’t it. ;)
 
Leaving out the 'u' renders the word charmless and characterless (pun intended). The 'z' is an abomination and adds an unintended harshness to the word. :)
First off, "Z" is intended to be harsh. not to mention it's usefulness as onomatopoeia . How do the Brits categorize or illustrate human snoring? "SSSSSS", wouldn't really make it, now would it? It sounds more like water boiling for tea.

The contrast between reality and fantasy can be rather harsh. Hence, "fantasize" provides a valuable illustration of the disparate nature of the dichotomy.

It case you haven't noticed charm, isn't my strongest attribute anyway.

Cheers, mate.
 
There’s nothing ambiguous in 3 x 3 - 3/3 + 3. According to primary school math, you are doing 3 x 3 =9 and 3/3=1 first, then you solve left to right 9-1+3=11. I’m not sure why are we even arguing over the “ambiguity” of this, there is none.

I agree however that in engineering we use proper fractions and PARENTHESIS to avoid any misinterpretation.
Suppose we add those much vaunted parenthesis to the equation. In which case it would read:
(3^2 - 3) = 6 / (3 + 3) = 6 then 6/6 = 1

You do agree that we solve inside the parenthesis first, don't you? (Regardless of order of operation).

I spent an hour or so trying to convince an "engineer" on Quora that the inverse square law attaches to monitor resolution designation. He insisted the 1080p was "2K" because "they cut them from 2K panels". Whereas, I insisted that the value of "K" was 1080, and a 1080p monitor was a "1K" monitor. Otherwise, why would "4K" be exactly double the linear resolution(s), but 4 times the pixel density?

Finally I cautioned him not to walk into a store and ask for a "2K monitor, and expect it to be 1080p.
 
Last edited:
Back