someone please help me to solve this..!

Find the minimum number of terms that must be taken from the sequence 3, 5, 7, 9...so that the sum is at least 440.

TQ..

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- February 4th 2010, 09:33 PMxeronhartArithmetic Sequence
someone please help me to solve this..!

Find the minimum number of terms that must be taken from the sequence 3, 5, 7, 9...so that the sum is at least 440.

TQ.. - February 4th 2010, 09:38 PMpickslides
Your sequence is full of odd numbers therefore one is not the answer.

Let's try 2 numbers, I can see that 219 and 221 are in your sequence and add to the desired result. We are finished. - February 4th 2010, 10:56 PMCaptainBlack
- February 4th 2010, 11:01 PMxeronhart
find the minimum number of terms that must be taken from the sequence 3, 5, 7, 9,...so the sum is at least 440.

we are given this formula to solve the question..

s=n/2 [2a+(n-1)d]

where,

s=sum of the first*n*term,

*n*=number of term,

a=first term,

d=common difference.

the question ask to find the value of*n..*

some one out there please help me..

- February 4th 2010, 11:08 PMVonNemo19