Afstand punt-lijn I
l is de lijn gedefineerd door de vergelijking $val12 . Bereken de afstand tussen l en het punt ($val9 , $val10) .
Afstand punt-lijn II
Let L be the plane line defined by the parametrized equations: x = $val16 , y = $val17 . Compute the distance between L and the point ($val13 , $val14) .
Line on point I
Let L be the line define by the equation $val11 . What is the value of c so that L contains the point ($val8 , $val9) ?
Line on point II
Let L be the line define by the equation $val13 . What is the value of c so that L contains the point ($val8 , $val9) ?
Parallel I
Let L be the plane line defined by the equation $val12 . Find an equation of the line containing the point ($val9 , $val10) and parallel to L.
Parallel II
Let L be the plane line defined by the parametrized equations: x = $val16 , y = $val17 . Find an equation of the line containing the point ($val12 , $val13) and parallel to L.
Parametrized to equation
Let L be the plane line defined by the parametrized equations: x = $val14 , y = $val15 . Find an equation of L.
The equation must be of the form ax + by = c.
Perpendicular I
Let L be the plane line defined by the equation $val12 . Find an equation of the line containing the point ($val9 , $val10) and perpendicular to L.
Perpendicular II
Let L be the plane line defined by the parametrized equations: x = $val14 , y = $val15 . Find an equation of the line containing the point ($val10 , $val11) and perpendicular to L.
2 points
Find an equation of the line in the plane containing the points ($val6 , $val8) and ($val7 , $val9). The equation must be of the form ax + by = c.
Point on line I
Let L be the line define by the equation $val10 . Find the value of c such that the point ($val12 , $val13) is on L.
Point on line II
Let L be the line defined by parametrized equations x = $val11 , y = $val12 . Find the value of c such that the point ($val14 , $val15) is on L.
Point and slope
Find an equation of the line in the plane containing the point ($val6 , $val7), and with slope = $val10. The equation must be of the form ax + by = c.