Explanation: A well-documented procure-to-pay process:
Creates a frictionless environment where your employees get what they need without uncertainty. ...
Ensures consistent oversight into purchases and adherence to budgets and departmental prerequisites.
Reduces risks of ordering from unknown suppliers or making out-of-process, unsanctioned purchases
It increases visibility, reduces redundancy, and allows finance to track, analyze, and forecast spending
P.s hopes this helps!
Answer:
The advertiser should optimize the Clicks metric
Explanation:
Remember, we are told that the products are complex and require more detailed explanation than possible in the ads, so it implies improving the clicks metric (number of clicks per user) allows the advertiser to understand whether the users are interested in the ad or web page so as to adjust strategy accordingly.
Answer:
Option B ⇒ The annual interest rate on Note A is 9.35% .
Explanation:
Note B has an accrued interest for six months during 2013: $220,000 x .08 x 6/12 = $8,800.
The remainder of the accrued interest, $7,200 ($16,000 - $8,800) was from Note A, which was held for seven months in 2013.
Therefore, we have the following: $132,000 x annual interest rate x 7/12 = $7,200.
Thus, the annual interest rate on Note A would be ($7,200/132,000) x 12/7 = 9.35%.
Option B ⇒ 9.35% is the correct answer.
Answer:
elastic.
Explanation:
The advertising elasticity of demand measures how sensitive a market and sales are to marketing expenses. Advertising elasticity is calculated by dividing the change in quantity demanded by the percentage change in advertising expenses. Generally products with low advertising elasticity tend to have elastic demands.
Answer:
At 18,600 pounds, cost of both the machines would be equal
Explanation:
At Indifference point of production amount (pounds), the total cost of each machine will be equal
.
Indifference Point is calculated as: Change in Fixed Costs/Change in Variable Costs
Indifference Point = (8901 - 7599) / (0.52 - 0.45)
= 1302 / 0.07
= 18,600 pounds
At 18,600 pounds, cost of both the machines would be equal
