a particle has a vel u towards east at t=0 . its acc is towards west & is cons†an t . Let xa & xB be the magnitude of displacements in the 1st 10 sec & the next 10 sec a. xa xb d. the information is insufficient to decide the relation of xa with x

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x_{A}

x_{B}

X_{A}, X_{B}, X_{C}

X_{D}

A, B, C,

D

∣ ∣ ∣ ∣ \begin{matrix} a + x & b + x & c + x b + x & c + x & a + x c + x & a + x & b + x \end{matrix} ∣ ∣ ∣ ∣ = 0

x =

\frac{{(x^{a + b})}^{2} {(x^{b + c})}^{2} {(x^{c + a})}^{2}}{{(x^{a} x^{b} x^{c})}^{4}}

\frac{x^{a + b} \times x^{b + c} \times x^{c + a}}{(x^{a} \times x^{b} \times x^{c})}

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