Answer:
I'm sorry I looked it up but one site said 41 and another said 79
Incomplete question. The full question read;
Malcolm has several receipts from recent transactions that he entered into his records. The receipts include an ATM receipt for an $80.00 deposit, a grocery store receipt for $25.50, and a paycheck deposit slip for $650.00.
When he finishes entering his transactions, Malcolm realizes that his balance is incorrect. Assuming that Malcolm had no beginning balance, what should his correct balance be?
Answer:
<u>$704.50</u>
Explanation:
First, we need to note which transactions are credit transactions, and which is a debit transaction. <em>Remember</em>, a<u> credit transaction</u> basically means a transaction that brings money into your account, while the latter is a transaction that takes money out of your account.
Malcolm's credit transactions:
- ATM receipt for an $80.00 deposit
- paycheck deposit slip for $650.00
Total: <u>$730.</u>
Malcolm's debit transactions:
- grocery store receipt for $25.50
Total: $25.50
Substracting total debit transactions from credit transactions, Malcolm's correct balance would be = $704.50 ($730-$25.50).
The answer is: coupon clip from a newspaper.
The rest of the choices are not advantageous for the consumers. A sales tax is a portion of the company's sales deducted. For compensation, the company may increase their prices. A steady rise in profit could also mean high prices which bring in cash flow. Lastly, an increased price is not desirable for consumers.
Answer:
$130,000
Explanation:
Sarah is making use of the needs approach to determine how much life insurance to buy
The first step is to calculate the total amount of life insurance
Total amount of life insurance = Total needs - total assets
Total need = income needs + cash needs + special needs
= $140,000 + $30,000 + $100,000
= $270,000
Total assets= retirement plan + bank account + investment account
= $30,000 + $20,000 + $40,000
= $90,000
Total amount of life insurance = $270,000-$90,000
= $180,000
Since Sarah is covered by $50,000 group insurance by her employer then the additional life insurance that should be purchased can be calculated as follows
= $180,000 - $50,000
= $130,000