Complete each of the following problems to the best of your ability. Don’t forget to write the original problem down, show all work, and clearly mark your answers. Unit 0-Day 3 1.For the following equation, solve for x: 3(x – 4) = 9 3x – 12 = 9orx – 4 = 3 3x = 21x = 7 x = 7 2.For the following equation, solve for y: x + 4y = 0 4y = – x y = -1/4 x Click when ready for answers

Order of Operations-Even Click here for answers to the Even problems on the Order of Operations

Exponent Rules-Even Click here for answers to the Even problems on the Exponent Rules

We use INVERSE operations to solve equations. What are our inverse operations? OPERATIONINVERSE OPERATION AdditionSubtraction Addition MultiplicationDivision Multiplication SquareSquare root Square

We use INVERSE operations to solve equations. What steps do we utilize? 1.Simplify the left and/or right sides of the equation (if necessary) 2.Use inverse operations to get the variable terms on the same side (if necessary) 3.Use inverse operations to isolate the variable.

Solving Equations Try the ODD problems as a way to practice Solving Equations correctly. After you complete each page of ODDs, compare answers with a neighbor. Click when ready for answers to appear

How do we graph a line that is in slope-intercept format? Let’s look at graphing y = 2x + 3 You have two approaches: use a t-chart OR use the slope and y-intercept. Compliments of Purple Math.com NOW, simply plots your points and connect them with a line.

How do we graph a line that is in slope-intercept format? Let’s look at graphing y = 2x + 3 You have two approaches: use a t-chart OR use the slope and y-intercept. Compliments of Purple Math.com If you would rather use the slope-intercept format, that is fine too. Recall, slope-intercept format is y = mx + b. Thus, in this situation, m = 2, which is the slope, and b = 3, which is the y-intercept. So, in order to graph the line, you start with a point on the y-axis at 3, or better yet, at (0,3). Then, you use the slope (rise/run) of 2 (or 2/1) to move up two & right one (or down two & left one). You repeat this pattern through the entire graph. Then, connect your points with a line.

Using intercepts instead. This will typically happen in one of two ways. ONE: you will be given the x- and y-intercept for a line. If this is the case, simply plot the x-intercept on the x-axis, plot the y-intercept on the y-axis, and then connect those two points with a line that goes all the way through the graph. TWO: you will be given an equation of a line in Standard Form. If this is the case, it is often easiest to “find” the x- and y-intercepts by simply allowing the other variable to be zero and solving.

Let’s attempt a few examples together. Which one is correct? How do you know? The correct answer is C

Let’s attempt a few examples together. Which one is correct? How do you know? The correct answer is D

Let’s attempt a few examples together. Which one is correct? How do you know? The correct answer is D

Graphing Lines Try the ODD problems as a way to practice utilizing Graphing Lines correctly. After you complete each page of ODDs, compare answers with a neighbor. Click when ready for answers to appear

You are expected to do the EVEN problems for BOTH the Solving Equations WS and the Graphing Lines WS. Make sure you clearly show your work AND be certain to mark your answer by circling or highlighting. Remember, you want to earn a 4 by making sure every single problem gets completed to the best of your ability. It is NOT ok to leave a problem blank. Also, remember we will have a TEST (Unit 0) on Thursday (THAT IS TOMORROW) that will look very much like the Preliminary Assessment from Monday.

Verify your understanding of today’s important concepts by completing the following problems. If you already have your Daily Activation/Closing spiral notebook, then please complete this work on the back of your Activation for today. If not, please use a new sheet of loose leaf paper. Put your name at the top, write down each problem, show your work, and clearly mark your answers. Click when ready for answers to appear 1)2) 3) Graph