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In the 20th row of following triangle 1 2 3 4 5 6 7 8 9 10 ........................... ..........................
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what is its sum?
If you look property, consider the 1st column only. the terms are 1,2,4,7 the next term will be 11 and then 16 and so on... See you need to have a formula for a general term of this series
*sequence
ok, after minor calculations you will find that the general term of the sequence of the 1st column is t_n=(n^2-n+2)/2 so t_20=191
now the 20th row will have entries 191,192,...,210
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so the sum will be 191+192+...+210=(190+1)+(190+2)+(190+3)+...+(190+20)=20*190+(1+2+3+...+20)=20*190+(20)*(20+1)/2=4010
@Ambuj
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