accounting

in #mgsc5 years ago

data:image/jpeg;base64,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

THE double entry book keeping system serves as a born for large bussiness that have lost of aaserts thounds of transection and various external supplies of capital in this system two entries are made for each tranctioncation one in debit account and another in a credit acoount the coulmns catriouzed as date account debit and creditd

definitions of acconting .
acconting is the art of recourding classifing and summring and data accont debit and credit