If 1+2+3+,,,,n=666 then the value of n is
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Answer:
36.
Step-by-step explanation:
(n+1)
=666
n^2+n=666\times 2n
2
+n=666×2
n^2+n=1332n
2
+n=1332
n^2+n-1332=0n
2
n +n−1332=0
n^2+37n-36n-1332=
2
+37n−36n−1332=0
n(n+37)-36(n+37)=0n(n+37)−36(n+37)=0
(n+37)(n-36)=0(n+37)(n−36)=0
n=-37,36n=−37,36
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