all kinds of things are different like the way we use more numbers and have technology to help us
The negation of "All mathematicians are humans" is "Not all mathematicians are humans." This means that there exists at least one mathematician who is not a human. In logical terms, if the original statement is universally quantified, its negation asserts the existence of at least one counterexample.
knowing algebra
College Algebra is the required math for all college students.
yes.Yup. Scientists use algebra all the time, no question. Even biologists.
As mathematicians, I think they should all master the basic concepts of the subject.
Probably all mathematicians, from very ancient times.
It has been known from very ancient times that the length of the diagonal of a unit square is not a rational number. There were no specific mathematicians who "discovered" real numbers. Furthermore, all mathematicians of any significance, contributed to our understanding of real numbers.
all kinds of things are different like the way we use more numbers and have technology to help us
Srinivasa Ramanujan, in my personal opinion one of the most talented and prolific mathematicians of all time.
no
Almost all scientists and mathematicians until the Renaissance.
The negation of "All mathematicians are humans" is "Not all mathematicians are humans." This means that there exists at least one mathematician who is not a human. In logical terms, if the original statement is universally quantified, its negation asserts the existence of at least one counterexample.
knowing algebra
All mathematicians seek patterns. These help them to summarise results which may, otherwise, seem unrelated.
Blaise Pascal, James Sylvester, Albert Eistein, Felix Bernstein, Paul Cohn, and Paul Epstein were all mathematicians.
My Teacher said in the begining of pre calculus it is baisically algebra 3 and geometry 2. pre calc algebra is more complicated than basic algebra. however pre calc uses that basic algebra in solving problems. so all in all, they are just different levels of algebra