Answer:
18 years
Explanation:
Given that;
P= $23,000
A= $76,300
r= 6.7%
From
A = P(1 + r/100)^n
76,300 = 23,000 (1 + 0.067)^n
3.3 = (1.067)^n
Taking logarithm of both sides
log 3.3 = log (1.067)^n
log 3.3 = nlog(1.067)
n= log 3.3/log 1.067
n= 0.5185/0.0282
n= 18 years ( to the nearest year)
<span>In dermining how much life insurance coverage
is needed for an individual , you have to consider first, to determine annual
income needs of your family if you were to die today. Because you have to
consider any lifestyle changes that might happen after te death and include
current expenses such as mortgage, rent, groceries, clothing, utility bills,
entainment, travel, transportation and child care. Next, you have to subtract
available income from annual income needs. Then, determine the principal needed
to generate income to be replaced (annual income to be replaced) devided by
(rate of return) = amount of principal needed. Next, Add one-time expenses of
your survivors will have to pay including funeral expenses. Lastly you have to subtract
one-time gains such as the total amount of money or profit that is made from
other life insurance policies, assets from selling a business or other payouts.</span>
An experiment that could test the Premack differential probability rule is as per the following; the kids are given two reaction choices, one for playing pinball machine and another for eating confection and these practices are evaluated to figured out which is more plausible for every kid. A portion of the youngsters who discovered to favor one movement. In the second period of the trial, the testing of the youngsters was directed with one oF the two systems. In the primary strategy, eating was a fortifying reaction while playing pinball was the instrumental reaction implying that the youngsters played pinball keeping in mind the end goal to eat the confection.
There is a difference in the change of pronounce used. The best (and probably correct answer) is the first sentence: <span>However, when the entire residence staff listened to our argument again, they became convinced that the system wasn't fair. The pronounce 'they' refer to the collective term of 'entire residence staff'.</span>
