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  1. How do you graph the equation #3x=y#? - Socratic

    Oct 23, 2016 · Well, all you have to do is to plug two values for #x# and find the values of #y# then graph the line. It will surely pass through the origin.

  2. Could someone please tell me how did we get these values for

    "see explanation" >"bearings are given as measures from the " • color (blue)" North line in a clockwise direction" "they are usually expressed as 3 figures" rArr90^@-=090^@ (a) 2i+3j" is …

  3. Question #567c3 + Example - Socratic

    Since this line (a hypotenuse) should be equally inclined to both axes, a triangle must have two congruent acute angles of 45^o each. An example of this line is the one going fro point (0,1) to …

  4. A line passes through (8 ,5 ) and (2 ,1 ). A second line passes …

    A line passes through # (8 ,5 )# and # (2 ,1 )#. A second line passes through # (3 ,5 )#. What is one other point that the second line may pass through if it is parallel to the first line? …

  5. Question #06e3a - Socratic

    The line perpendicular to the given line is y + 2 = 5(x - 3) or y = 5x-17 You are given a point and an easy way to find slope, so the most convenient equation is the point-slope form of the …

  6. Question #2da6a - Socratic

    The line will be a solid line because the inequality operator contains an "or equal to" clause. We will shade to the left side of the line because the inequality operator also contains a "less than" …

  7. Question #be80d - Socratic

    A regular polygon has the same number of lines of symmetry as it has vertices (or equivalently, the same number as it has sides). For a regular polygon with an odd number of vertices: there …

  8. Question #dec41 - Socratic

    Explanation: The equation of a line in #color (blue)"point-slope form"# is.

  9. Question #a77d0 - Socratic

    You can pick either one of your points to use for #x_1 and y_1# because the line will go through both points

  10. Question #90a6b + Example - Socratic

    If a line has the equation y = mx + b, where m and b are constants, then m is the slope of the line and b is the y-intercept (that is, the line passes through the point (0, b)). Note that the given …