Consider the line with parametric equations,
x = 2t + 3 and y = -4t + 1
a) Find the equation of the line in non-parametric form.
b) Find the values of the parameter t which correspond to the points A (3, 1) and
B (7, -7) on the line.
c) Write down the range of values of t which, together with the given parametric
equations, describes the line segment AB.
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Canonical form of a parametric equation and values of t are investigated. The range of values are determined.