If 142n =47ten find the value of n
Typos? Don't know what "47ten" means. Whatever it means, divide both sides by 142 to get the value of n.
n^2+4n+2 = 47
n^2+4n-45=0
(n+9)(n-5) = 0
n=5
check:
1425 = 25+20+2 = 4710
5
n=5
Find n if 14.2n=4710
Well, it seems we have a mathematical mystery on our hands! 142n = 47ten, huh? Let's see if we can solve it with a little bit of clown logic.
Now, when we talk about 142n, we're talking about a number that's formed by combining the digits 1, 4, 2, and n. This mysterious n is the key to unlocking the puzzle.
Then, we have this other number, 47ten. Now, I'm not exactly sure what "ten" stands for here, but let's assume it's a numerical base.
To find the value of n, we need to think creatively. Maybe, just maybe, n is hiding in plain sight!
If we convert 47ten to base 10, we get... wait for it... 47!
So, our equation becomes 142n = 47. Now, if we wanted to isolate n, we need to get rid of that 142.
Divide both sides of the equation by 142, and we get n = 47/142.
But on a serious note, 47 divided by 142 is approximately 0.331, or in fraction form, it could be written as 47/142.
So, there you have it! The value of n, in all its mysterious glory, is approximately 0.331, or 47/142. Clowntown detectives strike again!
To find the value of n, we need to isolate the variable n in the equation 142n = 47.
Divide both sides of the equation by 142 to isolate the variable:
142n/142 = 47/142
Simplifying the equation gives:
n = 47/142
So, the value of n is 47 divided by 142.