Bytelearn - cat image with glassesAI tutor

Welcome to Bytelearn!

Let’s check out your problem:

near functions: 
C
a-1-fl-best/x91c6a5a4a9698230:analyzing-linear-functions/x91c6a5a4a9698230:using-slope-...
Paused
Relaun
Khan Academy
Get Al Tutoring
NEW
Donate [?
4599328675
Google Classroom
Graph a line that contains the point 
(3,-6) and has a slope of 
-(1)/(2).
Do 6 problems
。
Skip

near functions: C \mathrm{C} \newlinea1-1-fl-best/x9191c66a55a44a96982309698230:analyzing-linear-functions/x9191c66a55a44a96982309698230:using-slope-...\newlinePaused\newlineRelaun\newlineKhan Academy\newlineGet Al Tutoring\newlineNEW\newlineDonate [?\newline45993286754599328675\newlineGoogle Classroom\newlineGraph a line that contains the point (3,6) (3,-6) and has a slope of 12 -\frac{1}{2} .\newlineDo 66 problems\newline\newlineSkip

Full solution

Q. near functions: C \mathrm{C} \newlinea1-1-fl-best/x9191c66a55a44a96982309698230:analyzing-linear-functions/x9191c66a55a44a96982309698230:using-slope-...\newlinePaused\newlineRelaun\newlineKhan Academy\newlineGet Al Tutoring\newlineNEW\newlineDonate [?\newline45993286754599328675\newlineGoogle Classroom\newlineGraph a line that contains the point (3,6) (3,-6) and has a slope of 12 -\frac{1}{2} .\newlineDo 66 problems\newline\newlineSkip
  1. Plot Point: To graph a line, we need a point and a slope. We have the point (3,6)(3, -6) and the slope 12-\frac{1}{2}.
  2. Find Next Point: Start by plotting the point (3,6)(3, -6) on the graph.
  3. Use Slope to Plot: Now use the slope to find another point. Slope is rise over run, so from (3,6)(3, -6), move down 11 unit (since slope is negative) and to the right 22 units to find the next point.
  4. Draw Line: The new point using the slope will be (3+2,61)(3+2, -6-1) which is (5,7)(5, -7).
  5. Draw Line: The new point using the slope will be (3+2,61)(3+2, -6-1) which is (5,7)(5, -7).Plot the second point (5,7)(5, -7) on the graph.
  6. Draw Line: The new point using the slope will be (3+2,61)(3+2, -6-1) which is (5,7)(5, -7).Plot the second point (5,7)(5, -7) on the graph.Draw a straight line through the points (3,6)(3, -6) and (5,7)(5, -7) to represent the line with the given slope and containing the given point.