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A) Find a number $0\leq x<14$ that solves the congruence $9x \equiv 9 \pmod{14}$. b) Find a number $0\leq x<5$ that solves the congruence $3x \equiv 4 \pmod{5}$. c)Find a number $0\leq x<1000$ that solves the congruence $999x \equiv 998 \pmod{1000}$. d)Find a number $0\leq x<21$ that solves the congruence $4x \equiv 17 \pmod{21}$.
asked
Oct 19, 2018
Mathematics
middle-school
1
answer
5
votes
98.6k
views
I stopped going to abc electronics because...........inferior products
asked
May 9, 2017
English
high-school
2
answers
3
votes
227k
views
How does the Sun provide us with energy we need to run our bodies?
asked
May 1, 2017
English
middle-school
2
answers
5
votes
192k
views
Solve 2x^2 – 8x = –7
asked
Apr 4, 2017
Mathematics
high-school
2
answers
2
votes
59.9k
views
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