a woman takes up a job of 8000 rupees per month with an annual increment of 100 rupees. what will she earn over a period of 10 years ?
Answers
Answered by
7
Heya friend,
Here is your answer,
Given, salary = Rs 8000
annual increment = Rs 100
Money earned in first year = 8000 x 12 = Rs 96000
Smilarly , money earned in second year with increment of rs100 = 8100 x 12 = Rs 97200
Now for third year = 8200 x 12 = rs 98400
here a = Rs 96000
d = Rs1200
n = 10yrs
Now we can see that it becomes an AP (Arethmatic Progression)
Therefore using the formula,
Sn = n/2 [( 2a + (n-1) × (d)]
=> 5 ( 192000 + 10800 )
=> 5 ( 202800)
=> Rs 1014000 (ans)
Hope it helps you.
Thank you.
Here is your answer,
Given, salary = Rs 8000
annual increment = Rs 100
Money earned in first year = 8000 x 12 = Rs 96000
Smilarly , money earned in second year with increment of rs100 = 8100 x 12 = Rs 97200
Now for third year = 8200 x 12 = rs 98400
here a = Rs 96000
d = Rs1200
n = 10yrs
Now we can see that it becomes an AP (Arethmatic Progression)
Therefore using the formula,
Sn = n/2 [( 2a + (n-1) × (d)]
=> 5 ( 192000 + 10800 )
=> 5 ( 202800)
=> Rs 1014000 (ans)
Hope it helps you.
Thank you.
Answered by
1
here's solution
Given, salary = 8000
annual increment = 100
Money earned in first year = 8000 x 12 = Rs 96000
Smilarly , money earned in second year with increment of rs100 = 8100 x 12 = Rs 97200
Now for third year = 8200 x 12 = rs 98400
here a = Rs 96000
d = Rs1200
n = 10yrs
using formula
SN = n/2 [ ( 2a +(n-1) (d) ]
=> 5 ( 192000 + 10800 )
=> 5 ( 202800)
=> Rs1014000
I hope it will help u :)
Given, salary = 8000
annual increment = 100
Money earned in first year = 8000 x 12 = Rs 96000
Smilarly , money earned in second year with increment of rs100 = 8100 x 12 = Rs 97200
Now for third year = 8200 x 12 = rs 98400
here a = Rs 96000
d = Rs1200
n = 10yrs
using formula
SN = n/2 [ ( 2a +(n-1) (d) ]
=> 5 ( 192000 + 10800 )
=> 5 ( 202800)
=> Rs1014000
I hope it will help u :)
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