The loan's effective rate and interest compound every two months then the value of n would be 6.
Given that,
When calculating a loan's effective rate, the interest compounds every two months.
We have to determine,
What value of n do you plug into your equation?
According to the question,
The calculation of compounded interest would be derived with the following formula:

In a year there are 12 months and when the interest rate is said to be compounded every two months then it implies that the number of months would be 6 months.
Then,
The value of n is,

Hence, The loan's effective rate and interest compounds every two months then the value of n would be 6.
For more details, about Interest Rate refers to the link given below.
brainly.com/question/7967946
R=0.5772 (im trying to post it says wrong answer so not sure)
Answer:
6y/8+12-12=84-12
6y/8=72
8/6*6y/8=72*8/6
y=96
Step-by-step explanation:
first u get rid of the 12 by subtracting it from both side until u get 6y/8 =72. Then to isolate y u have to multiply the reciprocal of 6/8(8/6) by 6y/8, and u do the same thing to the other side. Then when they cancel out each other y would be left to equal 96.
Answer:
-1.
Step-by-step explanation:
The difference of -3 and a number is -2. Find the number:
-3 - x = -2
x = -2 + (-3)
x = -1
-1 is the answer.
I think the answer is 70a^4b^5c^4.