I need help on these
2 answers:
Blue is #1 and y intercept is -1
Red is #2 and y intercept is 2
Black is #3 and y intercept is 1
Pink is #4 and y intercept is -3
Not sure on slopes though
Red is #2 and y intercept is 2
Black is #3 and y intercept is 1
Pink is #4 and y intercept is -3
Not sure on slopes though
Here you go. Hope this helps
Just remember 'm' has a numerator and denominator characterized by rise over run. Rise means move up or down and run means left or right. So a slope of 4 can be rewritten as 4/1 right? Since 4/1 is simply equal to 4. The beauty of rewriting it in that form is because we can see the rise and run factor. You would rise and run in a direction that would result in a positive slope or negative slope orientation. First locate the y intercept which is +b for the form y=mx+b. The y intercept is -b for the form y=mx-b. Both of these cases are true regardless if m is positive or negative. Then discover your value of m. If m is negative then from your y-int (the value of b on the y-axis), move up and to the left (not to the right as this would be a positive slope orientation instead!) by that rise over run factor and from the same y-int point, move down and to right by the same rise over run factor. Connect the dots and you have the line drawn correctly
Just remember 'm' has a numerator and denominator characterized by rise over run. Rise means move up or down and run means left or right. So a slope of 4 can be rewritten as 4/1 right? Since 4/1 is simply equal to 4. The beauty of rewriting it in that form is because we can see the rise and run factor. You would rise and run in a direction that would result in a positive slope or negative slope orientation. First locate the y intercept which is +b for the form y=mx+b. The y intercept is -b for the form y=mx-b. Both of these cases are true regardless if m is positive or negative. Then discover your value of m. If m is negative then from your y-int (the value of b on the y-axis), move up and to the left (not to the right as this would be a positive slope orientation instead!) by that rise over run factor and from the same y-int point, move down and to right by the same rise over run factor. Connect the dots and you have the line drawn correctly
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The answer is 23 1/3. First, you need to add 280 to both sides of the equations in order cancel out 280 and get 12x by itself. But remember whatever you do to one side of an equation, you must to do the other. So now you have 12x=280. Now divide both sides of the equation by 12 in order to get x completely isolated. 280 divided by twelve is 23 1/3.
