Every odd number greater than one can be expressed as the difference of two consecutive prefect squares.
1. 89
2.37
3.2021
4.1999

Question

Every odd number greater than one can be expressed as the difference of two consecutive prefect squares. 1. 89 2.37 3.2021 4.1999​

Abigail · Answer

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1) 89=2x+1,x=44

=45²-44²

=2025-1936

=89

2) 37=2x+1,x=18

=19²-18²

=361-324

=37

3) 2021=2x+1,x=1010

=1011²-1010²

=1022121-1020100

=2021

4) 1999=2x+1,x=999

=1000²+999²

=1000000-998001

=1999

Piper · Answer

Answer:   89 I hope my answer will be wrong    Step-by-step explanation:   I don't know sorry

Every odd number greater than one can be expressed as the difference of two consecutive prefect squares.1. 892.37 December 14, 2021 By Reagan