HW 31 - Helix Algebra

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 Assignment #31 Name:________________________________ Plotting Points; Vertical and Horizontal Lines **Use the coordinate planes provided on a separate sheet of paper àοƒ Plot the four points on the coordinate plane. Connect the points to form a rectangle. 1.) Find the PERIMETER: (−4 , 0) (−4 , 6) (5 , 0) ( 5, 6) Perimeter: ___________ 2.) Find the AREA: (0 , 0) (−4 , 0) (0 , 7) ( −4, 7) Area: ___________ àοƒ Plot the three points on a coordinate plane. Connect the points to form a triangle, then find the !
AREA. π΄π‘Ÿπ‘’π‘Ž π‘œπ‘“ π‘Ž π‘‘π‘Ÿπ‘–π‘Žπ‘›π‘”π‘™π‘’ = (π‘π‘Žπ‘ π‘’ βˆ™ β„Žπ‘’π‘–π‘”β„Žπ‘‘) !
!
!
!
3.) (1 , 2) (7 , 2) (1 , 6) −
4.) ! −4 , ! ! !−4 ,
!! !0 ,
! ! Area: __________ Area: __________ àοƒ Graph and label the three lines on the same coordinate plane. If the lines cross, label the coordinates of the point where the lines meet. 5.) 𝑦 = 5 , π‘₯ = 4 , 𝑦
= −1 6.) 𝑦 = 3, 𝑦 =
0 , π‘₯ =
−2 𝑦 = −4 , π‘₯ = 0 , π‘₯ = 2 7.) àοƒ Graph the four lines on the same coordinate plane. From the rectangle formed by the lines, find: 8.) Perimeter: 𝑦 = 0, π‘₯ = 4, 𝑦 = 6, π‘₯ = 0 Perimeter: ___________ 9.) Area: 𝑦 = 6, π‘₯ = −4 , 𝑦 = −1 , π‘₯ = 5 Area: _____________ àοƒ Use the graph below to answer questions 10-­β€14: Marks Bank Account Balance: $20 $15 Marks Money $10 $5 Jan Feb. Mar. Apr. May Jun. July Aug. Sep. Oct. Nov. Dec. -­β€ $5 -­β€$10 -­β€$15 -­β€$20 10.) In which month did Mark have the most money? _____________________ 11.) In which months did Mark owe the bank money? ______________________ 12.) Plot points to represent the following: *In May, Mark had $3. *In April, Mark had $12. *In June, Mark had $0. 13.) What month did Mark have $18? ___________________ 14.) Predict how much money you think Mark will have in December then justify your reasoning. àοƒ Write the rule for each table (Hint: how can you get from x to y) 15.) π‘₯ 𝑦 16.) π‘₯ 𝑦 17.) 3 10 8 38 3 24 5 5 50 494 14 14 14 6 1 9 9 6 7 2 2 2 8 7 64 π‘₯ 𝑦 0 1 0 0 -­β€4 -­β€7 -­β€37 -­β€4 -­β€10 -­β€29 -­β€9 -­β€10 -­β€106 𝑦 = __________________ 𝑦 = __________________ 𝑦 = __________________ 
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