Find the Equation Using Two Points (-4,3) , (7,5)(−4,3)(-4,3) , (7,5)(7,5) Use y=mx+by=mx+b to calculate the equation of the line, where mm represents the slope and bb represents the y-intercept. To calculate the equation of the line, use the y=mx+by=mx+b ...
Find the value ofbbusing theformulafor theequationof aline. Tap for more steps... Use thefor theof ato findb. y=mx+b Substitute the value ofminto the. y=(4)⋅x+b Substitute the value ofxinto the. y=(4)⋅(1)+b Substitute the value ofyinto the. ...
The required normal vector to the plane is,n=(PQ)* (PR)=(vmatrix) i&j&k -1&1&0 -1&0&1(vmatrix) = i+j+kSo, the plane equation is1(x-1)+1(y-0)+1(z-0)=0x+y+z-1=0x+y+z=1反馈 收藏
1In Step 1, why do you need to find the equation of line ?Line contains points at and . Find the distance between line l and point .Step1 Find the equation of the line . Begin by finding the slope of the line through points and . or Then write the equation of this line using th...
The Midpoint Formula is applied when one is required to find the center point between two defined points. Learn how to find the midpoint with this equation.
Use the slope calculator to find the slope of a line, solve slope-intercept form and other line equations, or find points on the line.
points on the parabola. However, some may not realize you can also perform the reverse operation to derive the equation from the points. This operation is more complex, but is vital to scientists and mathematicians who need to formulate the equation that describes a chart of experimental values...
题目【题目】 翻译英文数学题find the equation of the conic consisting of al I points in hte plane the sum of whose distan ces from (0,0) and (4,0) is 8. 相关知识点: 试题来源: 解析 【解析】在直角坐标系中,到点0,0和4,0距离之和 为8的点组成的曲线方程是什么? 应该是一个椭圆 ...
1 Find the equation of the straight line that passes through the points(3,-1)and (-2,2)mgiving your answer in the form ax+by+c=0. Hence find the coordinates of the points of intersection of the line and the x-axis. 2 The point A has coordinates (2,_5).The straight line 3x+...
To solve the problem of finding points on the curve x29+y225=1 where the tangents are parallel to the x-axis and y-axis, we will follow these steps: Step 1: Differentiate the equation of the curveWe start with the equation of the ellipse:x29+y225=1To find the slope of the tangent...