plz ans this step by step
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Tejasv098:
sorry but i don't know how to solve the 2nd part of your question
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TO FIND THE SUM OF INTEGERS BW 100 AND 200
i)Divisible by 3
A.P->102,105,108,111-------------------198
a=102 d=105-102 an=198 n=?
=3
an=a+(n-1)d
198=102+(n-1)3
198-102=(n-1)3
96=(n-1)3
96/3=(n-1)
32=(n-1)
32+1=n
n=33
Sn=n/2{2a+(n-1)d}
=33/2{2×102+(33-1)3}
=33/2{204+32×3}
=33/2{204+96}
=33/2{300}
2 divides 300 and makes it 150
=33×150
=4950 ans..
i)Divisible by 3
A.P->102,105,108,111-------------------198
a=102 d=105-102 an=198 n=?
=3
an=a+(n-1)d
198=102+(n-1)3
198-102=(n-1)3
96=(n-1)3
96/3=(n-1)
32=(n-1)
32+1=n
n=33
Sn=n/2{2a+(n-1)d}
=33/2{2×102+(33-1)3}
=33/2{204+32×3}
=33/2{204+96}
=33/2{300}
2 divides 300 and makes it 150
=33×150
=4950 ans..
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