Find all positive integers n < 2021 whose square ends with 444.
Answers
Answered by
1
Given : all positive integers n < 2021
To Find : whose square ends with 444.
Solution:
All numbers of the form (500k ± 38)² ends with 444.
Hence Numbers whose squares ends with 444
38
538
1038
1538
(2038 > 2021) ignored
462
962
1462
1962
(2462 > 2021) ignored
There are 8 numbers < 2021 whose square ends with 444.
38 , 462 , 538 , 962 , 1038 , 1462 , 1538 , 1962
Learn More:
the following number cannot be perfect squares
brainly.in/question/17589555
what is the smallest perfect square number which is completely ...
brainly.in/question/14730577
following number cannot be perfect square
brainly.in/question/18454862
Similar questions
English,
1 month ago
English,
1 month ago
Music,
2 months ago
Math,
9 months ago
Social Sciences,
9 months ago