The total acceleration of (B) relative to (A) is (a) (left[left(omega^{2}{ }_{A B} times A B ight)^{2}+(alpha

The total acceleration of \(B\) relative to \(A\) is

(a) \(\left[\left(\omega^{2}{ }_{A B} \times A B\right)^{2}+(\alpha \times A B) 2\right]^{1 / 2}\)

(b) \(\omega^{2}{ }_{A B} \times A B+\alpha \times A B\)

(c) \(\left[\omega_{A B} \times A B^{2}+\alpha \times A B^{2}\right]^{1 / 2}\)

(d) \(\left[\left(\omega_{A B} \times A B\right)^{2}+(\alpha \times A B)^{2}\right]^{1 / 2}\).