Mr Sinha purchased a scooter for Rs 48505 including 9%VAT.Find the price before VAT added.
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YOUR ANSWER
>>>>>>>>>>>>>>>>>>>>>>>>>>>
LET THE PRICE BEFORE ADDITION OF VAT BE x
THEN EQUATION FORMED,
x + 9% of x = 48505
x + 9/100 x = 48505
=> 109x / 100 = 48505
=> x = 48505 × 100 / 109
=> x = 44500
>>>>>>>>>>>>>>>>>>>>>>>>
ANSWER = 44500 RS.
>>>>>>>>>>>>>>>>>>>>>>>>>>>>
HOPE IT HELPS :):):):):):):):)):):):):):):)
>>>>>>>>>>>>>>>>>>>>>>>>>>>
LET THE PRICE BEFORE ADDITION OF VAT BE x
THEN EQUATION FORMED,
x + 9% of x = 48505
x + 9/100 x = 48505
=> 109x / 100 = 48505
=> x = 48505 × 100 / 109
=> x = 44500
>>>>>>>>>>>>>>>>>>>>>>>>
ANSWER = 44500 RS.
>>>>>>>>>>>>>>>>>>>>>>>>>>>>
HOPE IT HELPS :):):):):):):):)):):):):):):)
itzzvaish:
thnx
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