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The point-slope formula states: (y−y1)=m(x−x1)Where m is the slope and (x1y1) is a point the line passes through.Substituting the slope and the values from the point from the problem gives:(y−3)=2(x−−4)Solution 1: (y−3)=2(x+4)We can also solve for y to put this equation in slope-intercept form. The slope-intercept form of a linear equation is: y=mx+bWhere m is the slope and b is the y-intercept value.y−3=(2×x)+(2×4)y−3=2x+8y−3+3=2x+8+3y−0=2x+11Solution 2: y=2x+11MoreBrainly.phQuestionm = -4; (-2, -3) in slope intercept formAnswer · 2 votesAnswer:y=-4x+5Step-by-step explanation:Formula: y-y¹=m(x-x¹)> y-(-3)=-4(x-(-2))> y+3=-4(x+2)> y+3=-4x+8> y=-4x+8-3> y=-4x+5MoreSocraticQuestionHow do you write the equation in standard form given m = 4 and (4,3)?Answer · 0 votes4x−y=13Explanation:We are given a point and a slope, so we can use point-slope form:y−y1=m(x−x1)We plug in the numbers we know and simplify until we get into standard form:y−3=4(x−4)y−3=4x−16y=4x−13y−4x=−13We need it to be Ax + By = C, where A is positive, so we rearrange and multiply by -1−4x+y=−134x−y=13and we're doneMoreDoubtnutQuestionIf m=- 4 , n=-2 then the value of m^3 - 3m^2 + 3m + 3n + 3n^2 + n^3 isAnswer · 726 votes-126124-124126Answer: AMoreWyzantQuestion(3,-2); m = 4 in point slope formAnswer · 0 votesGreetings! Lets solve this shall we ? So, we must find a equation of a line using the given slope passing through the point (3,-2). We must use this information and plug it into the Point-Slope Formula such that y - y1 = m(x - x1)y - (-2) = 4(x - 3)y + 2 = 4x - 12....Subtract 2 to both sides such that y = 4x - 14I hope this helped!MoreQuoraQuestionHow do you simplify 3 (m – 4) – 2 (m + 3) = 3m – 2?Answer · 0 votes2m=-16 in the simplified form. m={-8}PREMISES3(m-4)-2(m+3)=3m-2 in the simplified form and solved for mCALCULATIONS3(m-4)-2(m+3)=3m-2 (Expand the left side of the equation and simplify)3m-12–(2m+6)=3m-23m-12–2m-6=3m-2(3m-2m)-(12+6)=3m-2m-18=3m-2(m-m)-(18–2)=(3m-m)-(2–2)0–16=2m-0 (Flip the equation)2m-0=0–162m=-16 in the simplified form ***********2m/2=-16/2m=-8PROOFIf m=-8, then the equations3(m-4)-2(m+3)=3m-23(-8–4)-2(-8+3)=3(-8)-23(-12)-2(-5)=-24–2-36-(-10)=-24–2-36+10=-24–2 and-26=-26 establish the root (zero} m=-8 of the mathematical proposition 3(m-4)-2(m+3)=3m-2C.H.MoreTopprQuestionIf m = 2 , find the difference between the values of 4m^3 and 3m^4 .Answer · 31 votesThe difference between the values of 4m^3 and 3m^4 for m = 2 is calculated as below, 4m^3 = 4 * (2)^3 = 4 * 2 * 2 * 2 We get, = 32 . 3m^4 = 3 * (2)^4 = 3 * 2 * 2 * 2 * 2 We get, = 48 .Therefore, the difference of 4m^3 and 3m^4 is calculated as, 3m^4 – 4m^3 = 48 – 32 = 16 .Hence, the difference between the given values is 16 .MoreTopprQuestionThe equation of the line with m = - 4 and c = - 3 isAnswer · 1 voteGiven : m = - 4 and c = - 3 General form of equation of line(in slope - intercept form) is given by y = mx + c , where m is slope and c is y - intercept.Substituting the values m = - 4 and c = - 3 in above equation, we get y = ( - 4)x + ( - 3) y = - 4x - 3 is the required equation of line.Hence, option C is correct.MoreGauthmathQuestionMatch the equation with the step needed to solve it. 4 subtract m 1. m-1=2 5 2. 3=1+m add 2 1 3. -2+m=1 subtract 1 3 4. 2m=1+m subtract 2 6 5. 2+m=3 subtract 2m 2 6. 2m-1=3m add 1Answer · 103 votesAnswer to Match the equation with the step needed to solve it. 4 subtract m 1. m-1=2 5 2. 3=1+m add 2 1 3. -2+m=1 subtract 1 3 4. 2m=1+m subtract 2 6 5. 2+m=3 sMore Feedback Mens Brown Casual Loafers, m = -4; (-2, -3) in slope intercept form. 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