USD Exchange Rate (USD/EUR)
% Cover	Contracts	Volume	Options	1.01	1.22	1.48
0%	0%	25,000	100%	5,250 ((1.22-1.01)*25000)	0	-6,500 ((1.22-1.48)*2500)
0%	25%	25,000	75%	5,250 ((1.22-1.01)*25000)	0	-6,500 ((1.22-1.48)*2500)
0%	50%	25,000	50%	5,250 ((1.22-1.01)*25000)	0	-6,500 ((1.22-1.48)*2500)
0%	75%	25,000	25%	5,250 ((1.22-1.01)*25000)	0	-6,500 ((1.22-1.48)*2500)
0%	100%	25,000	0%	5,250 ((1.22-1.01)*25000)	0	-6,500 ((1.22-1.48)*2500)
25%	0%	25,000	100%
25%	25%	25,000	75%
25%	50%	25,000	50%
25%	75%	25,000	25%
25%	100%	25,000	0%
50%	0%	25,000	100%
50%	25%	25,000	75%
50%	50%	25,000	50%
50%	75%	25,000	25%
50%	100%	25,000	0%
75%	0%	25,000	100%
75%	25%	25,000	75%
75%	50%	25,000	50%
75%	75%	25,000	25%
75%	100%	25,000	0%
100%	0%	25,000	100%	3,725 (don't know how to get these numbers for 100% cover)	-1,525	-1,525
100%	25%	25,000	75%	2,794 ( My professor gave them to me to go by but cant figure it out)	-1,144	-1,144
100%	50%	25,000	50%	1,863	-763	-763
100%	75%	25,000	25%	931	-381	-381
100%	100%	25,000	0%	0

This Is for a hedging case I dont know how to get the rest of the numbers with different percent covers contracts and options please help. and put equations with them.

What would happen with a 100% hedge with forwards? A 100% hedge with options? Use the final sales volume of 25,000 and analyze the possible outcomes relative to the 'zero impact' scenario.