First step: Greet: Greet every customer with a smile, make eye contact
Second step: Interact: Listen carefully to each customer's request.
Third step: Verify: After you have listened to understand their needs, make sure your actions address their opportunity or concern?
Last step: Express Thanks: Always say “thank you” — it makes all the difference.
Answer:
H0 : β = 0
H1 : β = 0
R = 0.8642
P value = 0.002654
Explanation:
Null hypothesis : H0 : β = 0
Alternative hypothesis : H1 : β ≠ 0
The correlation Coefficient, R value as obtained using a correlation Coefficient calculator is 0.8642. This depicts that a strong positive relationship exists between court income and Justice salary.
The Pvalue using the Pvalue calculator (R = 0.8642, N = 9) = 0.002654
The Pvalue < α
0.002654< 0.05 ; Hence, we reject H0.
Answer:
$104,000
Explanation:
The amount or value of sale of the product is what Johnson recognizes are revenue. The amount of revenue is only affected by sales discounts/rebate, sales return and allowances.
Hence the purchase of advertising services from Robbins is not an element of revenue but expense.
As such, Johnson should record revenue on its sale of product to Robbins of $104,000.
Answer:
$28,121
Explanation:
The formula for compound interest is A=P(1+r/100)t, (t) is in the exponent.
P=25,000
r=4
t=3
Once we input the values it will be: A=25000(1+4/100)3
And so our answer is $28,121
P.S The reason we are using compound interest formula is bcz the said (<u>compounded </u>monthly)
Answer:
Earnings Per Share = $3.6
Explanation:
Given
Net Income Average = $33,480
Weighted-average common shares outstanding = 9,300
Shares sold = 4,300
Required
Calculate the company's earnings per share.
Earning per share is calculated as thus;
Let N represent the Net Income; P represent the Preferred Dividend and W represent the Weighted-average common shares outstanding

The question says there was no preferred stock;
So, P= 0
Substitute $33,480 for N and 9,300 for W.
The formula becomes;



Hence, the calculated Earnings per share of Mayan company is $3.6