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me:
Mora Quimanes
PD:
5
3
Date:

4//8//24
RTI - Practice Worksheet
Write the equation of the line given a graph
WS1
1)

find the 
y-intercept: 
A(-0,-1)B(-124)
Find the slope, show work: 
qquad Use two points 
A(0,-1) and 
B(-2,4) 
(y_(1),y_(2))/(x_(1),x_(2))=
Write the equation in slope intercept form:
find the 
y-intercept: 
qquad

qquad

qquad Find the slope, show work: 
qquad Use two points: 
A(0,-3) and 
B(-1,3)


(y_(1)y_(2))/(gamma_(1)gamma_(2))=
Write the equation in slope intercept form:
2)

find the 
y-intercept: 
qquad
Find the slope, show work: 
qquad Use two points: 
A(0,5) and 
B(-3,-2) 
(y_(1)y_(2))/(x_(1)gamma_(2))=
Write the equation in slope intercept form:





find the 
y-intercept: 
qquad 
A(0,5)B(3,3)
Find the slope, show work: 
qquad
Use two points: 
A(0,-5) and 
B(3,3) 
(y_(1)y_(2))/(gamma_(1)x_(2))=
Write the equation in slope intercept form:

me:\newlineMora Quimanes\newlinePD:\newline55\newline33\newlineDate:\newline4/8/24 4 / 8 / 24 \newlineRTI - Practice Worksheet\newlineWrite the equation of the line given a graph\newlineWS11\newline11)\newline11. find the y y -intercept: A(0,1)B(124) A(-0,-1) B(-124) \newline22. Find the slope, show work: \qquad Use two points A(0,1) A(0,-1) and B(2,4) B(-2,4) y1,y2x1,x2= \frac{y_{1}, y_{2}}{x_{1}, x_{2}}= \newline33. Write the equation in slope intercept form:\newlinefind the y y -intercept: \qquad \newline \qquad \newline \qquad Find the slope, show work: \qquad Use two points: y y 22 and y y 33\newliney1y2γ1γ2= \frac{y_{1} y_{2}}{\gamma_{1} \gamma_{2}}= \newlineWrite the equation in slope intercept form:\newline22)\newline11. find the y y -intercept: \qquad \newline22. Find the slope, show work: \qquad Use two points: y y 77 and y y 88 y y 99\newline33. Write the equation in slope intercept form:\newline44)\newline11. find the y y -intercept: \qquad A(0,1)B(124) A(-0,-1) B(-124) 22\newline22. Find the slope, show work: \qquad \newlineUse two points: A(0,1)B(124) A(-0,-1) B(-124) 44 and A(0,1)B(124) A(-0,-1) B(-124) 55 A(0,1)B(124) A(-0,-1) B(-124) 66\newline33. Write the equation in slope intercept form:

Full solution

Q. me:\newlineMora Quimanes\newlinePD:\newline55\newline33\newlineDate:\newline4/8/24 4 / 8 / 24 \newlineRTI - Practice Worksheet\newlineWrite the equation of the line given a graph\newlineWS11\newline11)\newline11. find the y y -intercept: A(0,1)B(124) A(-0,-1) B(-124) \newline22. Find the slope, show work: \qquad Use two points A(0,1) A(0,-1) and B(2,4) B(-2,4) y1,y2x1,x2= \frac{y_{1}, y_{2}}{x_{1}, x_{2}}= \newline33. Write the equation in slope intercept form:\newlinefind the y y -intercept: \qquad \newline \qquad \newline \qquad Find the slope, show work: \qquad Use two points: y y 22 and y y 33\newliney1y2γ1γ2= \frac{y_{1} y_{2}}{\gamma_{1} \gamma_{2}}= \newlineWrite the equation in slope intercept form:\newline22)\newline11. find the y y -intercept: \qquad \newline22. Find the slope, show work: \qquad Use two points: y y 77 and y y 88 y y 99\newline33. Write the equation in slope intercept form:\newline44)\newline11. find the y y -intercept: \qquad A(0,1)B(124) A(-0,-1) B(-124) 22\newline22. Find the slope, show work: \qquad \newlineUse two points: A(0,1)B(124) A(-0,-1) B(-124) 44 and A(0,1)B(124) A(-0,-1) B(-124) 55 A(0,1)B(124) A(-0,-1) B(-124) 66\newline33. Write the equation in slope intercept form:
  1. Find y-intercept Line 11: Find the y-intercept for the first line:\newlineThe y-intercept is given by point A(0,1)A(0,-1).
  2. Find slope Line 11: Find the slope using points A(0,1)A(0,-1) and B(2,4)B(-2,4):\newlineSlope (mm) = (y2y1)/(x2x1)(y_2 - y_1) / (x_2 - x_1) = (4(1))/(20)(4 - (-1)) / (-2 - 0) = 5/25 / -2 = 5/2-5/2.
  3. Equation Line 11: Write the equation in slope-intercept form for the first line:\newliney=mx+by = mx + b, where mm is the slope and bb is the y-intercept.\newliney=52x1y = -\frac{5}{2}x - 1.
  4. Find y-intercept Line 22: Find the y-intercept for the second line:\newlineThe y-intercept is given by point A(0,3)A(0,-3).
  5. Find slope Line 22: Find the slope using points A(0,3)A(0,-3) and B(1,3)B(-1,3):Slope(m)=y2y1x2x1=3(3)10=61=6\text{Slope} (m) = \frac{y_2 - y_1}{x_2 - x_1} = \frac{3 - (-3)}{-1 - 0} = \frac{6}{-1} = -6.
  6. Equation Line 22: Write the equation in slope-intercept form for the second line:\newliney=mx+by = mx + b, where mm is the slope and bb is the y-intercept.\newliney=6x3y = -6x - 3.
  7. Find y-intercept Line 33: Find the y-intercept for the third line:\newlineThe y-intercept is given by point A(0,5)A(0,5).
  8. Find slope Line 33: Find the slope using points A(0,5)A(0,5) and B(3,2)B(-3,-2):Slope (m)=y2y1x2x1=(25)(30)=73=73.\text{Slope } (m) = \frac{y_2 - y_1}{x_2 - x_1} = \frac{(-2 - 5)}{(-3 - 0)} = \frac{-7}{-3} = \frac{7}{3}.
  9. Equation Line 33: Write the equation in slope-intercept form for the third line:\newliney=mx+by = mx + b, where mm is the slope and bb is the y-intercept.\newliney=73x+5y = \frac{7}{3}x + 5.
  10. Find y-intercept Line 44: Find the y-intercept for the fourth line:\newlineThe y-intercept is given by point A(0,5)A(0,-5).
  11. Find slope Line 44: Find the slope using points A(0,5)A(0,-5) and B(3,3)B(3,3):Slope(m)=y2y1x2x1=3(5)30=83\text{Slope} (m) = \frac{y_2 - y_1}{x_2 - x_1} = \frac{3 - (-5)}{3 - 0} = \frac{8}{3}.
  12. Equation Line 44: Write the equation in slope-intercept form for the fourth line:\newliney=mx+by = mx + b, where mm is the slope and bb is the y-intercept.\newliney=83x5y = \frac{8}{3}x - 5.

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