Answer:
correct option is b.0.50
Explanation:
given data
computer shop = 100 customers
purchased computer = 25
solution
we know that past data does not affect the probability of next outcome
so when they buying computer or net
so here
probability of customer buy computer is = 
= 0.5
and
probability of customer not buy computer is = = 0.5
so here chance of buying as they buying or not buying is 50 %
so correct option is b.0.50
Answer:
The right answer is A. Liabilities increased by $1.0 million in 2018
Explanation:
During 2017 and 2018, we have the following information:
+ In 2017, there is $2 million wages earned but not yet paid, so, Wages payable at the end of 2017 should be amounted to $2 million.
+ In 2018, there is another $8 million wages earned. At the same period, there is $7 million wages paid which is distributed as followed: $2 million to clear all Wages payable in 2017 and the other $5 million to clear $5 million out of $8 million wages payable in 2018. So, the only wages liability outstanding at the end of 2018 is the amount of $3 million earned in 2018 but not yet paid ($8 million - $5 million).
=> Liabilities in 2018 increases $1.0 million in comparison with the year 2017 ( $3 million - $2 million).
Answer:
The 3 represents the percentage of cash discount. It means the cardholder will receive a 3% discount if the bill is paid within 15 days from the billing date.
Answer:
I would assume it is true
Explanation:
<span>The correct answer is B, a table showing the quantity demanded for a good at different prices. The demand schedule shows how many people want a specific product depending on its price. For example, if a price decreases, the demand schedule will likely show an increase in quantity demanded, because more people will want something that's cheaper. It doesn't concern demographic changes on demand (which has more to do with the population than the individual), it's not a graph (but instead a table), and it's not an analytical report that shows why a change in goods is happening (instead it just shows the change itself).</span>
