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We define n♡ recursively as follows. 1♡=1; n♡=((n−1)♡)⋅n+1 Find the largest n<1000 such that the last two digits of n♡ are zero...Asked by please..anyone help!!
We define n♡ recursively as follows.
1♡=1; n♡=((n−1)♡)⋅n+1
Find the largest n<1000 such that the last two digits of n♡ are zeroes.
Just to make it clear: unlike "n-factorial," "n-heart" is NOT an official mathematical terminology.
1♡=1; n♡=((n−1)♡)⋅n+1
Find the largest n<1000 such that the last two digits of n♡ are zeroes.
Just to make it clear: unlike "n-factorial," "n-heart" is NOT an official mathematical terminology.
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