im getting dumber over the time
Come on, that could just be normal statistical variance. Only be concerned if it's a long-term trend. Short term, doesn't matter.
To prove that im being dumber over the time,since i can’t fully prove it,i can just get much likely that im dumber.
Ok ask me any math question,don’t make it too easy,maybe high school or college math idk
Okay, let’s say you have three sandwiches and you give one to a total stranger, hungry of course. Now what do you have?
Determine whether this is a valid way to prove that 2 = 1
1> Let X = Y
2> Multiply both sides by X:Â Â X*X = X*YÂ Â
3> Subtract Y*Y form both sides:Â X*X - Y*Y = X*Y - Y*Y
4> Factor both sides:Â (X+Y)*(X-Y) = Y*(X-Y)
5> Divide by the common factor and remove it:Â (X+Y) = Y
6> Replace X with Y (based on step 1):Â Y+Y = Y
7> Treat both sides as multiples of Y:Â 2Y = 1Y
8> Divide both sides by Y:Â 2 = 1
Give Fisikhad the first chance to work on this.
As you indicated it is valid through the 4th step. Dividing by zero (X-Y) is not allowed. This confuses a lot of people so your initial premise in this thread may not be correct.
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Fisikhad, here is a valid mathematical riddle:
You are a wildlife photographer at a small camp in the wilderness. You wake up in the morning and start looking for wildlife to take pictures of. You head 8 miles due south but don't see any animals to take a picture of. You continue by heading 8 miles due east and still don't see any animals to take a picture of. You then head 8 miles due north and see a bear in your camp so you take a picture.
The mathematical question is:Â What color is the bear?
It’s elementary level stuff. You have 3. Two sandwiches and one new friend. That makes three, you’ve lost nothing. It’s the new math.
As you indicated it is valid through the 4th step. Dividing by zero (X-Y) is not allowed. This confuses a lot of people so your initial premise in this thread may not be correct.
Â
Here is a valid mathematical riddle:
You are a wildlife photographer at a small camp in the wilderness. You wake up in the morning and start looking for wildlife to take pictures of. You head 8 miles due south but don't see any animals to take a picture of. You continue by heading 8 miles due east and still don't see any animals to take a picture of. You then head 8 miles due north and see a bear in your camp so you take a picture.
The mathematical question is:Â What color is the bear?
Being well schooled in the old math, the answer of course is Kodachrome. If it is an Alaskan bear it would have been a Kodiakchrome color.
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