(i) Position vector →A(1)2^i+^j (ii) Postion vector →B(2)3^i+3^j

1.	(i) Position vector →A(1)2^i+^j (ii) Postion vector →B(2)3^i+3^j (iii)Displacement →dAB(3)5^i+4^j (iv)Position vector of point of intersection of path 1 & path 2 (4)4^i+3^j
Answer» (i) Position vector $\to A (1) 2^i +^j$ (ii) Postion vector $\to B (2) 3^i + 3^j$ (iii)Displacement ${\to d}_{A B} (3) 5^i + 4^j$ (iv)Position vector of point of intersection of path 1 & path 2 $(4) 4^i + 3^j$

(i) Position vector →A(1)2^i+^j (ii) Postion vector →B(2)3^i+3^j (iii)Displacement →dAB(3)5^i+4^j (iv)Position vector of point of intersection of path 1 & path 2 (4)4^i+3^j

Answer»

(i) Position vector $\to A (1) 2^i +^j$
(ii) Postion vector $\to B (2) 3^i + 3^j$
(iii)Displacement ${\to d}_{A B} (3) 5^i + 4^j$
(iv)Position vector of point of
intersection of path 1 & path 2 $(4) 4^i + 3^j$

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(i) Position vector →A(1)2^i+^j (ii) Postion vector →B(2)3^i+3^j (iii)Displacement →dAB(3)5^i+4^j (iv)Position vector of point of intersection of path 1 &amp; path 2 (4)4^i+3^j

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(i) Position vector →A(1)2^i+^j (ii) Postion vector →B(2)3^i+3^j (iii)Displacement →dAB(3)5^i+4^j (iv)Position vector of point of intersection of path 1 & path 2 (4)4^i+3^j