Project In Math

Project In Mathematics Submitted to: Mrs. Julie Rollo Rico L. Macinas I-Champaca Intercepts of an par 1.    sense three solutions to the basic ground level comparison  y = x + 5. To see the answer, pass your fawn over the aslope area.  To cover the answer again, click round off ( load). Do the problem yourself first! For example:  (0, 5),  (1, 6),  (2, 7). 2.   Which of the side by side(p) ordered pairs solve this equation: y = 3x ? 4 ? (0, ?4)   (1, 2)   (1, ?1)   (2, ?3) (0, ?4) and (1, ?1). Because when x and y  acquit thosevalues, the equation is true. The graph of a first degree equation Consider the equation y = 2x + 1. Since in that location are twain variables, x and y, then will it be possible, on thex-y  categorical, to pull in a submit of  entirely the solutions to that equation? First, to find a few solutions, complete this table.  That is, guess the value of y that corresponds to to each one value of x: x| y = 2x + 1| 0| 1| 1| 3| 2| 5| ?1| ?1| right away plot those ordered pairs as coördinates on the plane: y = 2x + 1. That draw in, therefore, is called the graph of the equation y = 2x + 1.  And  y = 2x + 1  is called the equation of that line. The graph of an equation, in former(a) words, is the graph of its solutions. It is the picture of those values of (x, y) that make the equation a true statement.

a)  An equation of the form  y = ax + b has what graph? A straight line.  This is a bi analog equation. b)  An equation of the form   Ax + By + C = 0 has what graph? 4.   W! hat characterizes a linear equation? 5.   Which of the following are linear equations?   a)   y = 4x ? 5|  | b)   2x ? 3y + 8 = 0|  | c)   y = x² ? 2x + 1|  |   d)   3x + 1 = 0|  | e)   y = 6x + x3|  | f)   y = 2| 6. a)   Name the coördinates of any three points on the line whose equation a)   is y = 2x ? 1. 7. a)   Which of these ordered pairs solves the equation  y = 5x ? 6 ? (You have to shew each pair!) (1, ?2)   (1, ?1)   (2, 3)   (2,...If you want to get a luxuriant essay, order it on our website: BestEssayCheap.com

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