The sum of all even numbers between 21 and 51 is –
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Series =22+24+26...+50=22+24+26...+50
First even no. = 22
Last even no. = 50
difference = 2
Number of terms
=Last no.−first no.difference+1=Last no.−first no.difference+1
=50−222+1=14+1=15=50−222+1=14+1=15
Sum of 'n' numbers
n2[2a+(n−1)d]n2[2a+(n−1)d]
where 'a' is first no. and 'd' is difference
sum
=152[(2×22)+(15−1)2]=152[72]=152[(2×22)+(15−1)2]=152[72]
15×36=540
First even no. = 22
Last even no. = 50
difference = 2
Number of terms
=Last no.−first no.difference+1=Last no.−first no.difference+1
=50−222+1=14+1=15=50−222+1=14+1=15
Sum of 'n' numbers
n2[2a+(n−1)d]n2[2a+(n−1)d]
where 'a' is first no. and 'd' is difference
sum
=152[(2×22)+(15−1)2]=152[72]=152[(2×22)+(15−1)2]=152[72]
15×36=540
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