Math, asked by priyal84, 1 year ago

find the sum of the following series ​

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Answered by misbhavk0009
5

Answer:

Step-by-step explanation:

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priyal84: thank you so much
Answered by Anonymous
19

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\huge\underline{\bold{\boxed{\boxed{\mathfrak{\red{Your\:Answer}}}}}}}

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First term (a)=5.6 and n= 25

Common difference (d)=6.7-5.6=7.8-6.7=1.1

As this series is in A.P. so we can use this formula for sum

\mathfrac{\huge{\boxed{\bold{S_n={\frac{n}{2}} * [2a+(n-1)d] }}}}}}

\textsf{\underline{\underline{\bold{\red{Now Putting The Values}}}}}}

\mathsf{\huge{\bold{S_n={\frac{25}{2}} * [2*5.6+(25-1)1.1] }}}}}}

\mathsf{\huge{\bold{={\frac{25}{2}} * (11.2+24*1.1) }}}}}}

\mathsf{\huge{\bold{={\frac{25}{2}} * (11.2+26.4) }}}}}}

\mathsf{\huge{\bold{={\frac{25}{2}} * (37.6) }}}}}}

\mathsf{\huge{\bold{={12.5* 37.6}}}}}}

\mathsf{\huge{\boxed{\boxed{\bold{\red{=470}}}}}}

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