Diagonal, horizontal, vertical, curved, and implied
zig-zag, swirly. dot- dot
None. Mathematically impossible..
Subtract the equation of one line from the equation of the other
Lines have several key properties: they are straight, have no thickness, and extend infinitely in both directions. They are defined by two points and can be represented mathematically by an equation. Lines can also be characterized by their slope, which indicates their steepness and direction, and can intersect, be parallel, or be perpendicular to other lines.
In reality they would never meet. But mathematically speaking, they would meet at infinity. Infinity is only a relative term.
if an equation is given the correct answer, it is mathematically correct.
They are lines along which some continuous variable is measured.
None. Mathematically impossible..
No. A circle has no straight lines. You can approximate circles with very small straight lines (that's how a computer draws circles) but mathematically, no.
two lines that intersect at 90 degrees are perpendicular ex +
Vector Graphics
Subtract the equation of one line from the equation of the other
Point is not an undefined term. It can be defined as a mathematically precise location, or as the place where two lines intersect.
In reality they would never meet. But mathematically speaking, they would meet at infinity. Infinity is only a relative term.
Mathematically is an adverb.
if an equation is given the correct answer, it is mathematically correct.
Mathematically Alive was created in 2007.
The duration of Mathematically Alive is 1.57 hours.