Difference between revisions of "User:Ddk001"
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1. There is one and only one perfect square in the form | 1. There is one and only one perfect square in the form | ||
Revision as of 18:47, 1 January 2024
See if you can solve these:
1. There is one and only one perfect square in the form
Find that perfect square.
2. Suppose there is complex values and
that satisfy
Find .
3. Suppose
Find the remainder when is divided by 1000.
4. Suppose is a
-degrees polynomial. The Fundamental Theorem of Algebra tells us that there are
roots, say
. Suppose all integers
ranging from
to
satisfies
. Also, suppose that
for an integer . If
is the minimum possible value of
.
Find the number of factors of the prime in
.