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Find the value of x if `2+4+6+...+x=650` |
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Answer» Here, a=2, `d=4-2=6-4=2` Let `S_(n)=650` `rArr (n)/(2)[(2(2)+(n-1)2]=650 rArr n(n+1)=650` `rArr n^(2) +n-650=0 rArr (n+26)(n-25)=0` `rArr n=-26 or n=25` n=-26 is not possible as number of terms cannot be negative. `:. n=25` Now, `x=a_(25)=2+24(2)=50` |
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