Answer:
M1 = $3000
Explanation:
Below is the given values:
Given the currency = $1000
The balance of checking account = $2000
In order to find the M1, just add the balances of currency and balances of the checking account.
Thus M1 = Currency + Balance of checking account
M1 = 1000 + 2000
M1 = 3000
Therefore, the M1 = $3000
Answer:
standing
Explanation:
As the strategy is considered after the event, the new procedure and policies of action will take place in future scenarios. They will applied to make a better outcome than without it. This may or not repeat, it is not a "single-use" event. Employees must be prepared when the circumstance arrive to behave propertly in the future
Riders<span> are add-on options (Benefits) that can be added to a basic </span>Insurance<span> Policy</span>
The establishment of a state -owned Company is really important for every nations, especially if it involved in the resources that is critically needed for the people.
For example, lets say that all of the water resources fall to the hands of capitalist. Imagine how expensive it could be to get a simple drinking water or for baths.i hop that helps
<em><u>The equation shows the relationship between her weekly salary (w), hours per week (h), and rate per hour (r) is:</u></em>

<em><u>Solution:</u></em>
Given that,
Alice earned $12 per hour
1 hour = $ 12
<em><u>Find the number of hours in 1 week</u></em>
1 day = 24 hours
1 week = 7 days
Therefore,
1 week = 7 x 24 = 168 hours
Let "h" be the hours per week
let "r" be the rate per hour
Let "w" be the rate per hour
From given,
r = $ 12
h = 168 hours
weekly salary = hours per week x rate per hour


Thus, she earns $ 2016 for 1 week