Answer:
$100 million ; $10 million
Explanation:
Required reserve ratio (r) = 10%
Worth of bond = $10,000,000
The smallest increase can be thought of as being the $10million generated from open market operation and could be held by the bank as reserve.
To calculate the largest increase in deposit:
Money multiplier * deposit (worth of bond)
Money multiplier = (1 / reserve ratio)
Money multiplier = (1 / 0.1) = 10
Increase in deposit = 10 * $10,000,000 = $100,000,000 ( $100 million)
Renaldo would earn <span>2817.63. You take the $ of sales and multiply it by the commissions percentage, then add the number you get with the flat salary to get his total $ earned that month.</span>
The allowance method of recognizing uncollectible accounts used is one where there is no effect on net income.
<h3>What is the allowance method?</h3>
This is known as a method that entails the use of or the act of setting aside a kind of reserve for bad debts that are seen or foretell to take place in the future.
The reserve is one that is based on a percentage of the sales gotten in a reporting period, in terms of those adjusted for the risk linked with some customers.
Learn more about allowance method from
brainly.com/question/6993526
The result of this mistake on the order form is that Khan's Crickets should verify from Camille the actual order amount intended.
We may factor in the fact that the number of crickets will show the correct quantity that Camille requires, then Khan should supply only the quantity on the order form and request for a corrected or revised order form from Camille.
Thus, the result is that Khan's Crickets will still supply crickets with an invoice worth $1,000, not adhering to the mistaken total sum.
Related link for similar mistake on order form at brainly.com/question/17251413
Answer:
$17,163.86
Explanation:
to calculate how much J&J Enterprises will receive, we need to determine the present value of one bond:
present value = future value / (1 + interest rate)ⁿ
- future value = face value = $1,000
- interest rate = 8%
- n = 20 years
present value = $1,000 / (1 + 8%)²⁰ = $1,000 / 1.08²⁰ = $1,000 / 4.66 = $214.55 per bond x 80 bonds = $17,163.86