The Radon transform takes two parameters: a function and one of these.
The Radon transform takes two parameters: a function and one of these. The Runge-Kutta method approximates the solutions to differential equations by considering them to behave like these in short intervals, as does Euler's method. This is the shape of the graph of r equals the cosecant of theta. In 3-space, these can be expressed using symmetric equations and are formed by the intersection of two nonparallel planes. Three points that do not lie on one of these define a plane in 3-space, and any two distinct points define one of them. Point-slope and slope-intercept forms express what mathematical objects, as does the graph of a function of the form y equals m x plus b?
The Radon transform takes two parameters: a function and one of these.
lines [or linear functions; accept tangent lines after “Runge-Kutta”, accept horizontal lines after “r equals”]