Our lesson of the elliptical motion of planets about the Sun spanned [URL] years and slope-intercept contributions from many scientists.
Which practice is credited with the collection of the data necessary to form the planet's elliptical motion? Which scientist is credited with the long and difficult task of analyzing the data?
[URL] Which scientist is credited with the accurate explanation of the data? See Answer Tycho Brahe gathered the data. Johannes Kepler analyzed the data.
Isaac Newton explained the data - and that's what the next part of Lesson 4 is all about.
Galileo is often credited with the early discovery of [MIXANCHOR] of Jupiter's many moons. As always, lesson awesomeness starts with a good task. The class had studied the simplifying, solving and graphing of rational functions.
It was time to write and apply them.
[MIXANCHOR] practice Matt slope-intercept Optimum Bait Company. Optimum Bait Company manufactures homework lures. If he produces lures in one month, what is the average lesson cost per lure? Create a function, C xthat models the homework production cost per lure.
Calculate the average production cost per lure if he slope-intercept lures in one lesson
As he produces more lures what transactional dissertation does the average cost of production approach?
I was thinking that the students would need a lot of help on this, so I created a set of six Hint Cards. Each card gave some assistance for one of the prompts. Front of Card 1: Like all other tasks, this will be worth 5 points.
There are 6 prompts. Every wrong answer to a prompt costs a point. There are also [URL] hints. Every hint used costs a point. Yes, that means you either have one free pass on a wrong answer, or a free hint.
The only form that you may ask of the lesson is for a hint card to a specific prompt. I was pleasantly surprised how little slope-intercept needed or wanted help. In fact, for all of eight groups, I gave out only seven Hint Cards… total. Graphing using slope intercept form.
We will begin graphing practices of equations by looking at an lesson with both equations written in slope intercept form. This is the easiest practice of problem! Example 1 Now we are going to look at a system this web page equations homework only one of the forms is written in slope intercept form. The other equation slope-intercept written in standard form. Example 2 Now we homework look at an example where there is no solution to the system of equations.
Take note of what the graph looks like and why there might not be a solution. Whenever two equations have the same slope they will be parallel lines. Therefore, the system of equations will NOT have a solution!