Math Quotes, Sayings about Mathematics - Page 3

Sorted by: Popularity | Newest First
Home » Browse Quotes »  Math
11

Mathematics is the heart of all the subjects.

Submitted by: norbuwangdi
29

Multiplication is not always greater than addition,1×1=1 but 1+1=2

Submitted by: nometz
48

“its hard but not impossible!”

Submitted by: lol
36

Math is not a problem to be solved but a number to be enjoyed!

Submitted by: ~*Mayvic*~
42

Solutions over there; Equations over here: Mathematics Everywhere!!!

Submitted by: SHANA
6

M- mental
A- abuse
T- to
H- humans

Submitted by: Jerk
37

Learn to love math and you will enjoy it.

Submitted by: aiko
12

If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is.

Submitted by: Rodney Malongo
2

Math can be related to our lives. It teach us to always be careful with the signs.

Submitted by: mhae.khanus
5

Without science everything would be nothing.

Submitted by: Kelvin
4

Math is just simply following rules. The simple and complicated one. Just obey every details of it.

Submitted by: Erniel S. Boyose
57

Mathematical and religious dogmas are exactly as convincing and objective, when it comes to the things that are over and above common sense. People want to believe in something, and tend to hold on to the beliefs that were taught to them when they were young and open to influence.

Submitted by: Avril Styrman
0

Going up is twice as far as halfway coming down.

Submitted by: Tim Heller
0

Think outside the cube.

Submitted by: gkm
2

It doesn’t matter if you hate it or not, but you use it everyday.

Submitted by: Kelvin
44

Seven out of five people are bad at maths.

Submitted by: bella
3

Every time I see a math word problem it looks like this:
If I have 10 ice cubes and you have 11 apples. How many pancakes will fit on the roof?
Answer:
Purple because aliens don’t wear hats.

Submitted by: sweetpea
11

Simply multiply both sides by zero and you get LHS = RHS keep it simple silly !!

Submitted by: krishan
33

A platonist/classical mathematician wants to quantify his variables over numbers that cannot be applied in practice with the probability 1, just because he wants to say ‘for all numbers’. Why not quantify only for all those numbers that can be applied in theory? This way, the mathematician would no loose anything, but he would get rid of paradoxes.

Submitted by: Avril Styrman
28

Math keeps us learning the lesson of life

Submitted by: jessica

Submit A Quote



Copyright © 2006-2013 Coolnsmart.com - All rights reserved.