Properties For Math Quotes & Sayings

As processor speeds and shared processors create cheap unlimited processing power we will be able to turn our bodies into a math equation that can be crossed against the properties of medicine and nature to create medicine unique to each individual. — Mark Cuban

the fire burns up.' So they stood before the fire, waiting: Clennam with his arm about her waist, and the fire shining, — Charles Dickens

No mathematician in the world would bother making these senseless distinctions: 2 1/2 is a "mixed number " while 5/2 is an "improper fraction." They're EQUAL for crying out loud. They are the exact same numbers and have the exact same properties. Who uses such words outside of fourth grade? — Paul Lockhart

I gave myself permission to care, because there are a lot of people in this world who are afraid of caring, who are afraid of showing they care because it's uncool. It's uncool to have passion. It's so much easier to lose when you've shown everyone how much you don't care if you win or lose. It's much harder to lose when you show that you care, but you'll never win unless you also stand to lose. I've said it before. Don't be afraid of your passion, give it free reign, and be honest and work hard and it will all turn out just fine. — Tom Hiddleston

At the moment I was mad enough to chew up nails and spit out paper clips. — Jim Butcher

When I have sat at home with this God-given talent for music for a long time, somebody approaches me out of the blue and asks me to play for them. It's almost as though there's a force somewhere which is saying 'no sittin' around, out you go! — Jeremy Spencer

I think that, if the world was a bit more like Comic-Con, we'd all be a little happier. — Matt Smith

The integrals which we have obtained are not only general expressions which satisfy the differential equation, they represent in the most distinct manner the natural effect which is the object of the phenomenon ... when this condition is fulfilled, the integral is, properly speaking, the equation of the phenomenon; it expresses clearly the character and progress of it, in the same manner as the finite equation of a line or curved surface makes known all the properties of those forms. — Joseph Fourier

When mankind first saw the necessity of government, it is probable that many had conceived the desire of ruling. — Thomas Clarkson