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2017 JBMO Shortlist
NT4
diopantine 5^t + 3^x4^y = z^2 , solve in nonnegative
diopantine 5^t + 3^x4^y = z^2 , solve in nonnegative
Source: JBMO Shortlist 2017 NT4
July 25, 2018
number theory
Diophantine equation
Problem Statement
Solve in nonnegative integers the equation
5
t
+
3
x
4
y
=
z
2
5^t + 3^x4^y = z^2
5
t
+
3
x
4
y
=
z
2
.
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