1000+200+60+1
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26.2708
The equation for this can be represented as: n/1261 = m2, where n is our target number and m is an integer Since there are an infinite number of integers to plug into m, there are an infinite number of perfect squares, which means there are an infinite number of solutions to n. n = m2 * 1261 The first few solutions could be: n = 1261, m = 1; (1261)/1261 = 12 = 1 n = 5044, m = 2; (5044)/1261 = 22 = 4 n = 11349, m = 3; (11349)/1261 = 32 = 9 n = 20176, m = 4; (20176)/1261 = 42 = 16 n = 31525, m = 5; (31525)/1261 = 52 = 25
0.0381
>500
1261/4- 782/3= 505/4 - 236/3 = 1515/12 - 944/12 = 571/12 = 477/12 1261/4- 782/3= 505/4 - 236/3 = 1515/12 - 944/12 = 571/12 = 477/12 1261/4- 782/3= 505/4 - 236/3 = 1515/12 - 944/12 = 571/12 = 477/12 1261/4- 782/3= 505/4 - 236/3 = 1515/12 - 944/12 = 571/12 = 477/12