Fractals - OpenTextBookStore
... We can construct other fractals using a similar approach. To formalize this a bit, we’re going to introduce the idea of initiators and generators. Initiators and Generators An initiator is a starting shape A generator is an arranged collection of scaled copies of the initiator ...
... We can construct other fractals using a similar approach. To formalize this a bit, we’re going to introduce the idea of initiators and generators. Initiators and Generators An initiator is a starting shape A generator is an arranged collection of scaled copies of the initiator ...
TOPIC
... MATHEMATICS: EXPLORELEARNING - HIGH SCHOOL GIZMO CORRELATIONS TO MDCPS PACING GUIDE Use quadratic equations to solve real-world problems. MA.912.A.7.10 Use graphing technology to find approximate solutions of quadratic equations. ...
... MATHEMATICS: EXPLORELEARNING - HIGH SCHOOL GIZMO CORRELATIONS TO MDCPS PACING GUIDE Use quadratic equations to solve real-world problems. MA.912.A.7.10 Use graphing technology to find approximate solutions of quadratic equations. ...
2.5 Division of Integers
... Now we consider division of integers. To compute !45 ÷ 5 , note that if !45 ÷ 5 = x , then 5 • x = !45 , thus x = !9 . Similarly, for 36 ÷ (!4) we have 36 ÷ (!4) = x , so !4 • x = 36 , and thus x = !9 . Thus one negative number results in a quotient which is negative. If we are dividing two negative ...
... Now we consider division of integers. To compute !45 ÷ 5 , note that if !45 ÷ 5 = x , then 5 • x = !45 , thus x = !9 . Similarly, for 36 ÷ (!4) we have 36 ÷ (!4) = x , so !4 • x = 36 , and thus x = !9 . Thus one negative number results in a quotient which is negative. If we are dividing two negative ...
Polygonal Numbers - Boston University
... they equal to each other? One trivial answer to this question is that all polygonal numbers appear at least twice. When n = 1, all a-gonal numbers equal a. This is simply because of the fact that when n = 1 the graph for that polygon is it’s simplest one, with each side consisting of only one edge. ...
... they equal to each other? One trivial answer to this question is that all polygonal numbers appear at least twice. When n = 1, all a-gonal numbers equal a. This is simply because of the fact that when n = 1 the graph for that polygon is it’s simplest one, with each side consisting of only one edge. ...
Sequences and series
... • Can we find a formula for the sum of the first n terms of the series? • Does the series have a limit, that is, if we add the first n terms of the series, does this sum get as close as we like to some number as n becomes larger? If it exists, this limit is often referred to as the limiting sum of t ...
... • Can we find a formula for the sum of the first n terms of the series? • Does the series have a limit, that is, if we add the first n terms of the series, does this sum get as close as we like to some number as n becomes larger? If it exists, this limit is often referred to as the limiting sum of t ...
