Hypotenuse Of A Right Quotes & Sayings

Always dip your toe in the past before stepping into the future — Benny Bellamacina

Believe me, if Archimedes ever had the grand entrance of a girl as pretty as Gloria to look forward to, he would never have spent so much time calculating the value of Pi. He would have been baking her a Pie! If Euclid had ever beheld a vision of loveliness like the one I see walking into my anti-math class, he would have forgotten all the geometry of lines and planes, and concentrated on the sweet simplicity of soft curves. If Pythagoras had ever had a girl look at him the way Gloria's eyes fix in my direction, he would have given up his calculations on the hypotenuse of right triangles and run for the hills to pick a bouquet of wildflowers. — David Klass

track, each one mile long, laid end to end (see figure 1). The tracks are nailed down at their end points but simply meet in the middle. Now, suppose it gets hot and the railroad tracks expand, each by one inch. Since they are attached to the ground at the end points, the tracks can only expand by rising like a drawbridge. Furthermore, these pieces of track are so sturdy that they retain their straight, linear shape as they go up. (This is to make the problem easier, so stop complaining about unrealistic assumptions.) Here is your problem: Consider just one side of the track. We have a right triangle with a base of one mile, a hypotenuse of one mile plus one inch. What is the altitude? In other words, by how much does the track rise above the ground? — Richard H. Thaler

I wasn't going to kiss you."
"You wern't."
"Nope. The next time I kiss you I'm gonna take my time... — Simone Elkeles

In modeling, because you're the center of attention, it builds up people's egos. Sometimes people lose touch with reality. But that happens with acting, too. — Andie MacDowell

In a right-angled triangle, the hypotenuse is the side opposite the right angle". A sentence that later flabbergasted the inhabitants of el Idilio, who took it to be a wird tongue twister or a mysterious incantation". — Luis Sepulveda

And the two essential and indispensable things are first of all intelligence in the right most sense of that word and goodwill or the old fashion word charity/love, I mean these two things have to go hand in hand. Intelligence and knowledge without charity or goodwill would perhaps be inhuman and goodwill or charity undirected by intelligence or knowledge would be either impotent or misguided, the two have to go together. — Aldous Huxley

In any event, Socrates' proof of prenatal immortality is that one of Meno's uneducated slave boys actually comes up with the Pythagorean theorem without ever having studied geometry! Therefore, he must be remembering it. You recall that theorem: in a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides. Huh? We can barely remember that from tenth grade, let alone from before we were born. — Thomas Cathcart

I didn't know you could fry toast, I remarked, to which Kev replied that there wasn't a food he was aware of that couldn't be improved by frying. — Ransom Riggs

Fain would I turn back the clock and devote to French or some other language the hours I spent upon algebra, geometry, and trigonometry, of which not one principle remains with me. Stay! There is one theorem painfully drummed into my head which seems to have inhabited some corner of my brain since that early time: "The square on the hypotenuse of a right-angled triangle is equal to the sum of the squares on the other two sides!" There it sticks, but what of it, ye gods, what of it? — Jessie Belle Rittenhouse

In real life a right-angled triangle is very unlikely to have a square on its hypotenuse. — H. F. Ellis

Arthur Clennam came to a squeezed house, with a ramshackle bowed front, little dingy windows, and a little dark area like a damp waistcoat-pocket, which he found to be number twenty-four, Mews Street, Grosvenor Square. — Charles Dickens

Miss Brodie was easily the equal of both sisters together, she was the square on the hypotenuse of a right-angled triangle and they were only the squares on the other two sides. — Muriel Spark