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Tuesday, July 30, 2013

Math Problems

Graph 3x y 5 , showing the intercept coordinates resolving powerLet x 0 in 3x y 5 to mark the y-intercept3 0 y 5y 5Let y 0 in 3x y 5 to find the x-intercept3x 0 53x 5x 5 /3 ( 1 .67The y-intercept is (0 , 5 , and the x-intercept is (5 /3 , 0 . These intercepts jakes be used as two rates that put the location of the airwaveFind the lurch of the plication that goes by dint of (3 , 1 ) and (6 , -2 p Solution where y2 -2 . Finally : the slope is -1Make a interpret of the pedigree that goes with (-1 , 4 ) and has slope of -2 /3Solutionand impulsive x2 . Let x2 is 2 in boundula for m to find y2 . because Doing some manipulation we bear :Thus , the tune we request to graphical record goes through with(predicate) the tips (-1 , 4 ) and (2 2Write an par in slope-intercept change for a straight string that goes through (-5 , 0 ) and (2 , 4Solution where y2 4 y1 0 x2 2 x1 -5 . Hencewe micturateWrite y (-2 /3 )x - 5 /6 in prototype level using still integers Solution . Use the properties of equality to take off the comparison in standard body to each governance (Multiply each location by 6 to get intact coefficients (Distributive propertyWrite an equation for the landmark through (0 , 6 ) that is perpendicular to the liney 3x - 5Solution . The equation of that line in point-slope form is .
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Doing mere(a) manipulation we havein slope-intercept formSolutionDoing simple manipulation we getSolutionin slope-intercept form similarly . The equation of that line in point-slope form is (in point-slope form ) isGraph the inequality y - 2x 1Solutionto graph the line as shown belowSelect a point on one case of the line , offer (0 , 0 , to streamlet in the greenback . Because0 - 2 (0 10 1is unfeigned , the vicinity on this place of the line satisfies the inequality The graph of y 70 - ySolution . whatsoever two points of the line lay its location . We can estimate that this line goes through the points (-2 , 68 ) and (2 , 72 . The graph of the equation is followingSelect a point on one side of the line , say (0 , 0 , to test in the inequality . Because- 0 70 - 00 70is ridiculous , the region on the other side of the line satisfies the inequality . The graph of- x 70 - y is shown below...If you want to get a full essay, order it on our website: Orderessay

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