1961 - 1881
A man and a dog were going down the street!
The man rode, yet walked. What is the dogs name?
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Riddle me this
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Active Ink Slinger
The dog's name is Yet.
O_er_t_o_
Or
f(x)=x^x , f'(x)=? (The function of x equals x to the x power, find the first derivative of the function.)
Do whichever you find easier. When one riddle is answered I will post the answer to the other riddle.
O_er_t_o_
Or
f(x)=x^x , f'(x)=? (The function of x equals x to the x power, find the first derivative of the function.)
Do whichever you find easier. When one riddle is answered I will post the answer to the other riddle.
Active Ink Slinger
Nobody wants to even take a stab at my riddles?
If they go a week with out any answers then I will answer them.
If they go a week with out any answers then I will answer them.
Advanced Wordsmith
Clever girl!
As a frustrated math fan, I kept going in a different direction.
As a frustrated math fan, I kept going in a different direction.
My wanderer series
http://www.storiesspace.com/stories/drama/morning-air.aspx
http://www.storiesspace.com/stories/drama/open-road.aspx
http://www.storiesspace.com/stories/drama/plains.aspx
http://www.storiesspace.com/stories/drama/fishing-boat.aspx
http://www.storiesspace.com/stories/memoirs/obituary.aspx A recomended read, believe it or not
http://www.storiesspace.com/stories/drama/morning-air.aspx
http://www.storiesspace.com/stories/drama/open-road.aspx
http://www.storiesspace.com/stories/drama/plains.aspx
http://www.storiesspace.com/stories/drama/fishing-boat.aspx
http://www.storiesspace.com/stories/memoirs/obituary.aspx A recomended read, believe it or not
Active Ink Slinger
Yes, PAINless OPERATION.
f’(x) = (x^x) + (x^x)lnx.
f prime of x equals x to the x power plus x to the x power times the natural log of x.
You have to use implicite differentiation and the product rule of differentiation to get the answer.
So who is posting the next puzzle?
f’(x) = (x^x) + (x^x)lnx.
f prime of x equals x to the x power plus x to the x power times the natural log of x.
You have to use implicite differentiation and the product rule of differentiation to get the answer.
So who is posting the next puzzle?
Chasing Dragons
Bob and Dick bought a Dog?
"Those who cannot remember the past are condemned to repeat it." George Santayana
Active Ink Slinger
Quote by purepurplepassion
How can you say” Robert and Richard Purchased a Rottweiler “ without using any R’s?
Bob and Dick bought a spoiled pup dog.
(spoiled / Rott)
Active Ink Slinger
Of course if you spoke like Elmer Fudd you would say “Wobewt and Wichawd puwchased a Wottweilew”.
So is the answer a hole?
If you take the sum of two zeros it is equal to the product of two zeros. There is only one other real number with this property. What is that number?
So is the answer a hole?
If you take the sum of two zeros it is equal to the product of two zeros. There is only one other real number with this property. What is that number?
Chasing Dragons
Two?
What will go up a chimney down but not down a chimney up?
What will go up a chimney down but not down a chimney up?
"Those who cannot remember the past are condemned to repeat it." George Santayana
Active Ink Slinger
Two is correct.
Somebody answer Anna’s riddle.
Ok, an umbrella.
What is better than roses on your piano? (I hope this doesn’t get me into any trouble.)
Somebody answer Anna’s riddle.
Ok, an umbrella.
What is better than roses on your piano? (I hope this doesn’t get me into any trouble.)
Active Ink Slinger
I will change my question. If you want the answer to the first question then send me a private message and I will answer privately.
If a pacth of lily pads doubles in size every day and it takes 100 days to cover a pond, then when will the pond be halfway way covered by lily pads?
If a pacth of lily pads doubles in size every day and it takes 100 days to cover a pond, then when will the pond be halfway way covered by lily pads?
Active Ink Slinger
So how far can a fox run into a grove of trees?
Primus Omnium
A c0at 0f paint. I can answer s0me, but I d0n't remember any t0 ask in return. S0rry, little Dani. 
Active Ink Slinger
There is one in every minute,
There are two in every moment,
It begins and ends every millennium,
But never in a thousand years.
There are two in every moment,
It begins and ends every millennium,
But never in a thousand years.
Active Ink Slinger
Darkness
People buy me to eat but never eat me.
People buy me to eat but never eat me.
Active Ink Slinger
Clouds
I am heavy forward but backward I am not.
I am heavy forward but backward I am not.
Chasing Dragons
A Ton.
I begin with five but lose two and yet four remains. How is this so?
I begin with five but lose two and yet four remains. How is this so?
"Those who cannot remember the past are condemned to repeat it." George Santayana
Quote by purepurplepassion
Not only are you shameless you are clever! I’ve cheated and had a friend help me. The answer we believe is “ that they were married ?”
New riddle: I have branches, sometimes a few and other times a hundred or more, but I have no fruit, trunk or leaves. What am I?
A bank!
New riddle:
Mr. and Mrs. Mustard have six daughters and each daughter has one brother. How many people are in the Mustard family?
Chasing Dragons
I would say 'Nine' since the one brother is the same to all of his sisters. Welcome to Stories Space, Hugh. 
How is it possible to make Twelve pence (or cents) with just two coins when one of the coins is not a Ten Pence (or cent) piece?
How is it possible to make Twelve pence (or cents) with just two coins when one of the coins is not a Ten Pence (or cent) piece?
"Those who cannot remember the past are condemned to repeat it." George Santayana