The answer is analyzing choices/options
Analyzing choices/options is one of the several steps of the decision making processes. Analyzing your choices will help you determine how your final decisions will impact yourself and everyone else around you. It is in this step that you will be asking yourself the likelihood of the results of your decisions now and in the future. In addition, this step will help you review the pros and cons of your choices listed in the previous steps.
Answer:
The people of the thriving community has a more encouraging life than becoming a town or community of laziness and the fact that people will not help each other. When a community of people know one another they know the at that moment that everyone can get along, but when health comes as a problem, people's attitude toward each other change rapidly in a bad way, then the neighboring families become rivals, and people will not help others when it is most needed, and at that point, life in that area is a internal civil war.
Answer:
3.85 out of 4
Explanation:
As 96.1791 out of 100 gives 96.1791% calculated below:
Percentage formula: (Obtained value/total value)*100.......eq(1)
Putting values:
= (96.1791/100)*100
= 96.1791%
Now finding 96.1791% of 4:
Putting values in eq (1):
96.1791% = (Obtained value/4)*100
96.1791/100= (Obtained value/4) (dividing by 100 on both sides)
0.961791 = (Obtained value/4)
4* 0.961791 = Obtained value (multiplying 4 on both sides)
3.847164 = Obtained value
Then 96.1791% of 4 will be equal to: 0.961791 * 4 = 3.847164
Rounding off the answer to 2 decimal places:
=3.85 (As the digit on 3rd decimal place is greater than 5)
It helps because its a faster way to copy a link .
Answer:
Neither A nor B
Explanation:
<em>Reserve capacity</em> is the number of minutes that a new, fully charged battery can discharge continuously and maintain a terminal voltage equal to or greater than 1.75 volts per cell.
<em>An ampere-hour </em>is an electric charge unit and its abbreviation is Ah.
It measures the amount of electric charge flowing through a battery in the case that amount supplies a current of 1 amp for 1 hour.