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The hypothesis and the conclusion of a conditional statement are where the hypothesis is the phrase immediately following by the word if and the conclusion is the phrase immediately following by the word then.

If p represents the hypothesis and q represents the conclusion, then the basic form of an if-then statement is 鈥淚f p, then q鈥�. For example, in the statement 鈥淚f today is Friday, then tomorrow is Saturday鈥�, 鈥渢oday is Friday鈥� is the Hypothesis, and 鈥渢omorrow is Saturday鈥� is the Conclusion.

The given statement 鈥淚鈥檒l try if you will鈥� can be rewritten as 鈥淚f you will try, then I will try鈥�.

In the statement 鈥淚f you will try, then I will try鈥�, since, 鈥測ou will try鈥� is followed by 鈥淚f鈥� and 鈥淚 will try鈥� is followed by 鈥渢hen鈥� thus, the hypothesis is you will try and the conclusion is I will try.

Hence, the hypothesis is you will try and the conclusion is I will try.