Suppose that the keys A through G$,$ with the hash keys given below, are inserted in

some order into an initially empty table of size $7$ using linear probing $($M$=7,$ no resizing$).$

keys A B C D E F G

hash $2054442$

Which of the following $($more than one might apply$)$ could not possibly result from inserting

these keys? Explain briefly

$1.$ B E A G D F C

$2.$ C F A G D E B

$3.$ F B G A E C D

$4.$ F C B G A D E