Identify the mistake in this "proof": (1 point) \[\Large\begin{array}{rcl&r} 0&=&0^1&\mbox{step 1}\\ &=&0^{2-1}&\mbox{step 2}\\ &=&\frac{0^2}{0^1}&\mbox{step 3}\\ &=&\frac00&\mbox{step 4}\\ &=&\text{undefined}&\mbox{step 5} \end{array}\\ \therefore\mbox{0 is undefined.}\]
hmm... i asked a question simiar to this I've asked before I think I can help you
@Rancd @HELP-ME-PLZ
lolz using tags to write a msg
The 2 part is wrong though but I need to prove why
I know why
Thats not how you prove you need to multiply not divde For let's say x is a number any numbe ror value x * 0 = 0/0 * 0
Hence x can be any number that can go into 0 but how do we prove if its undefined
step 1 and 2 are true and have real solutions, step three has no solution and is extraneous
but what is wrong with the transition from step 2 to step 3?
because the two are not the same, you can't divide by 0
I'm asking why are those 2 not the same
Which rule has it violated to change from step 2 to step 3
1 =2
because in the case that you are using it, it is undefined. 0^2 is the same as 0 times 0 and it = 0. it is like you are trying to divide 0^2 by 0 to prove it, and you can't do that.
This is the answer: Step 3 is invalid, as the identity \(\Large a^{m-n}=\frac{a^m}{a^n}\) is only valid IF a is not 0, and m>n>0. *sigh* you guys...
what do you do this to us ?
Give us another question ?
I created this question xpp
oh, you wanted the technical answer, well sheesh
I DEMAND another one por favoe !!
uh, i need to think...
so hard to think
Never I'm getting revenge instead
https://brilliant.org/mathematics-problem/looking-for-integers/?group=EcAAcZbU1fIj Solve this you've got 5 minutes
Bye Ciao
wow so easy, took me 2 trials
You saw a shirt for $97 You didn't have the money so you borrowed $50 from your mom and $50 from your dad. $50 + $50 = $100 You bought the shirt and had $3 change. You gave yor dad $1 and your mom $1 and kept the other $1 to yourself. Now you owe your mom $49 and your dad $49. $49 + $49 = $98 + your $1 = $99 Where is the missing $1 ?
It makes no sense adding the money you owe your mom and your dad and the money you currently have together
I have to go now, see you guys, have a happy new year
Happy new year In 5 days I will create a question even you can't solve
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