3366 Homework The trial balance of My Motor Inc on March 1 20XX lists the entity s assets liabilities and owner s equity on that date Account
Homework The trial balance of My Motor Inc on March XX lists the entity s assets liabilities and
Homework The trial balance of My Motor Inc on March XX lists the
of My Motor Inc on March XX lists the entity s assets liabilities and owner s equity on that date Account
Homework The trial balance of My Motor Inc on March XX
lists the entity s assets liabilities and owner s equity on that date Account
Homework The trial balance of My Motor Inc on
Homework The trial balance
3366 Homework The trial balance of My Motor, Inc. on March 1, 20XX, lists the entity's assets, liabilities, and owner's equity on that date. Account...

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Amount: $25.31
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Can you please answer all parts and label the answers. 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) format("woff"); } 3366 Homework The trial balance of My Motor, Inc. on March 1, 20XX, lists the entity’s assets, liabilities, and owner’s equity on that date. Balance Account Title Debit Credit Cash 26,000 Accounts receivable 4,500 Accounts payable 2,000 Common Stock 20,500 Retained earnings 8,000 Total 30,500 30,500 During March, the business engaged in the following transactions: a. Borrowed $45,000 from the bank and signed a note payable in the name of the business. b. Paid cash of $40,000 to acquire land. c. Performed service for a customer and received cash of $5,000. d. Purchased supplies on account, $300. e. Performed customer service and earned revenue on account, $2,600. f. Paid $1,200 on account. g. Paid the following cash expenses: salaries, $3,000; rent, $1,500; and interest, $400. h. Received $3,100 on account. i. Received a $200 utility bill that will be paid next week. j. Paid cash dividends of $1,800. Required: 1.) Prepare journal entries for each transaction. Enter journal entries by the transaction letter. 2.) Prepare the trial balance of My Motors, Inc. at March 31, 20XX. 3.) Prepare financial statements for My Motors, Inc. for the period ending March 31, 20XX. (Income Statement and Balance sheet) Note: Posting the transactions using the T-account format may be helpful, but is not required to be submitted. var isIE = false; var f1 = [['t1_1',339],['t2_1',1884],['t3_1',558],['t5_1',251],['td_1',328],['tf_1',287],['th_1',330],['tm_1',1335],['to_1',1774],['tq_1',745],['ts_1',1257],['tu_1',753],['tw_1',1374],['ty_1',484],['t10_1',1673],['t12_1',581],['t14_1',1114],['t16_1',616],['t19_1',876],['t1a_1',905],['t1b_1',1374],['t1d_1',1782],['t1e_1',772],['t1g_1',1787],['t1h_1',270]]; function load1(){ var timeout = 100; if (navigator.userAgent.match(/iPhone|iPad|iPod|Android/i)) timeout = 500; setTimeout(function() {adjustWordSpacing(f1);},timeout); }

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3366 Homework The trial balance of My Motor, Inc. on March 1, 20XX, lists the entity's assets, liabilities, and owner's equity on that date. Account...