Sunday, April 19, 2009

Straight Line Grapshs

Where does the line cut the x and y axis?

1. y = 5x - 8

2. 4y = 16x + 64

3. 6x = 12 - y

4. y² = 144 + 16x²

5. y + 3x = 18

10 comments:

  1. when a line cuts the y-axis the value of x is 0
    therefore:
    y = 5x - 8
    y intercept is 8
    and the x-intercept is 0

    ReplyDelete
  2. solution 2
    4y = 16x + 64
    to get this equation in the format of the equation of a straight line(y = mx + c)
    divide the whole equation by 4
    therefore
    (4y = 16x + 64)/4
    y = 4x + 16
    once in this format we can then find the y intercept
    y intercept = 16
    x intercept = 0

    ReplyDelete
  3. solution 2
    6x = 12 - y
    transpose the formula and make it into the format of y = mx + c
    y = 6x - i2
    y intercept = -12
    x intercept = 0

    ReplyDelete
  4. gettin trouble with the forth one can anyone help me... miss can u check my answers and see if they are correct and notify me before exams.......please.....put up some curved line graphs to solve...i does be on the blog every day

    ReplyDelete
  5. shotta
    This should help u

    4. y^2 = 144 + 16x^2
    y = square root of 144 & 16x^2
    so
    y = 4x + 12

    ReplyDelete
  6. 1) in y=mx+c
    c is = to y
    so 8 is y intercept
    and 0 is x intercept

    ReplyDelete
  7. 3) put in the form y=mx+c
    y=12-6x
    y=-6x+12
    y intercept is 12

    ReplyDelete
  8. 4) having problems with
    number 4

    ReplyDelete
  9. 5)y+3x=18
    y=-3x+18

    y intercept is 18

    ReplyDelete
  10. miss i having problems finding the x intercept

    ReplyDelete