Parentheses aren't preserved in a WikiAnswers question, and there are two ways
they can be placed in this particular question. Here are both answers:
(Ï€
x π
)Ï€
= 1,329.489 (approx. to the nearest thousandth)
Ï€
x (Ï€
)Ï€
or π x (
Ï€
Ï€
) or π x
Ï€
Ï€
= 114.549 (approx. to the nearest thousandth)
The second answer has three varieties of how you may enter it into a calculator. Consider the Pi symbol as a constant variable, always representing approx. 3.14159, and having it in parentheses is only to specify to convert your variable to it's respective number. According to the basic order of operations, if there are no parenthesis, then the first priority is the exponent, which is in this case
^Ï€
, thus the ^
Ï€ is the first thing that is done.
you said 4 pi times 6 to the second power.thats 452.38934236
the same as pi squared, which is 9.86960440109
Pi to the 5th power is approximately 306.019684785
circumference=pi circumference=pi circumference=pi
The square root of pi times pi is simply pi. Because pi*pi=pi squared, the squared and the square root will cancel each other, leaving just pi.
Not necessarily. i times pi is not a whole number, and yet e to the power of i times pi is equal to -1.
you said 4 pi times 6 to the second power.thats 452.38934236
(pi) R2 x 34 = 81 pi R2
mass of proton is 6 x pi raised to power 5 times mass of electron
Assuming pi to be 3.14, 2^2 = 4(120) = 480*3.14 = 1507.2
A= about 2.14( also known as pi) times r( radius) squared( to the second power or r times r) Pi is actually about 3.14
Volume = 4/3 times Pi times radius cubed (to the third power)
Pi to the third power is pi cubed, which is approximately 31.0062766803. So, if you were looking to impress someone with your math skills, go ahead and drop that bombshell on them. Just don't expect any applause, because let's face it, not everyone gets excited about the magic of pi.
the same as pi squared, which is 9.86960440109
Pi to the 5th power is approximately 306.019684785
Volume of a Sphere. Volume= (4/3)(pi)r^3 Multiple 4/3 times pi times the radius to the third power. The surface area of a Sphere is 4(pi)r^2
The answer depends on what the question is!