Inequality - UW
... • What would this look like in interval notation? Note that 2 > x is equivalent to x < 2. Writing the inequality with the variable term on the left makes it easier to “see” what the graph and the interval notation should look like. ...
... • What would this look like in interval notation? Note that 2 > x is equivalent to x < 2. Writing the inequality with the variable term on the left makes it easier to “see” what the graph and the interval notation should look like. ...
Reat Numbers and Their Properties
... left of zr in Fig. P.5,\/, ( zr. In fact,if a andb areanytwo real numbers,we say that a is lessthan b (written a < b) providedthat a is to the left of D on the number line. We saythat c is greaterthan,b(written a > b) if a is to the right of b on the numberline. We saya : b if a andb correspondto th ...
... left of zr in Fig. P.5,\/, ( zr. In fact,if a andb areanytwo real numbers,we say that a is lessthan b (written a < b) providedthat a is to the left of D on the number line. We saythat c is greaterthan,b(written a > b) if a is to the right of b on the numberline. We saya : b if a andb correspondto th ...
Note
... In primary school you learn long division: for any positive integers n and d, there are unique integers q and r such that nd = q + dr , where 0 ≤ r < q. The number q = b nd c is called the quotient, and the number r = n − qd is called the remainder. Note that q is just the number of multiples of d t ...
... In primary school you learn long division: for any positive integers n and d, there are unique integers q and r such that nd = q + dr , where 0 ≤ r < q. The number q = b nd c is called the quotient, and the number r = n − qd is called the remainder. Note that q is just the number of multiples of d t ...
Real Numbers - Abstractmath.org
... Example. If you have 1.334 cm 3 of water in a jar you can add any additional small amount into it or you can withdraw any small amount from it. The volume does not suddenly jump from 1.334 to 1.335 – as you put in the water it goes up gradually from 1.334 to 1.335. Caveat. This whole explanation of ...
... Example. If you have 1.334 cm 3 of water in a jar you can add any additional small amount into it or you can withdraw any small amount from it. The volume does not suddenly jump from 1.334 to 1.335 – as you put in the water it goes up gradually from 1.334 to 1.335. Caveat. This whole explanation of ...
Geometric Sequences and Series
... A specific number in a sequence Arithmetic Sequence A sequence of numbers where the difference between consecutive terms is constant Geometric Sequence A sequence of numbers where the ratio between consecutive terms is constant ...
... A specific number in a sequence Arithmetic Sequence A sequence of numbers where the difference between consecutive terms is constant Geometric Sequence A sequence of numbers where the ratio between consecutive terms is constant ...
