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If and , then is
The equation of the sphere concentric with the sphere and which passes through the point is
If and are directed values of two parallel lines , then
If the lines and are perpendicular to each other, then k =
If two nonzero vectors and are parallel, then
What is the base step for the proof of the sum formula , for all natural numbers n?
In mathematical induction, which of the following is proven in the inductive step?
In mathematical induction, the step where you assume the hypothesis is true for some k is called
Which of the following is true for the formula for the sum of the first n odd numbers 1 + 3 + 5 + . . . + (2n – 1) = n2?
Which of the following represents a valid inductive step for proving , for all natural numbers n?