0
5
Susan Gutkowski
Wiki User
∙ 14y agoThis question might be written two different ways resulting in two different answers. It depends on how, exactly, it is written:
(-3)^2 (the symbol ^ indicates the power)
= -3 x -3
= 9
OR
-(3)^2
= - (3 x 3)
= -9
If there are no brackets on the question at all then I would assume that the second one is the correct one.
Wiki User
∙ 13y ago3-2 = 1/9 or one ninth. Expressed as a decimal, this is equal to 0.1 recurring (that is, 0.1111...)
Wiki User
∙ 13y ago9
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1 over 3 to the negative two power?
1 over 3 to the negative 2nd power is 9
What is 4 to the 3rd power times 3 to the 2nd power?
43 times 32 = 576
How do you write 4x4x3x3x3x3x3 in exponential form?
4 to the 2nd power times 3 to the fifth power
What is the answer to three fourths squared in exponential notation form?
3/4= to 2nd power
15 divided by 3 times 6 minus 4 to the 2nd power equals?
676
What is -3 second power?
-3 to the 2nd power is -3 x -3 = +9 ( negative x negative = positive)
3 to the 2nd power times 3 to the 4th power?
729
What is 3 raised to the -2nd power?
5
What is 3 to the 2nd power over 6 to the 2nd power in simplest form?
that would be i dont know
What is 3 to the second power times 3 to the fifth power?
3 to the 2nd power times 3 to the 5th power = 3x3 x 3x3x3x3x3 = 2187
How do you simplify 3 to the 2nd power to the 3rd power?
(3^2)^3 is 3^()2x3=3^6
What is the 3to the second power?
3 to the 2nd power means 3 x 3 3 x 3 = 9
What is 3 to 2nd power?
32 = 9
How do you write the fraction 3 to the 3rd power over 3 to the 2nd power?
27/9
What is 3(to the 2nd power) blank to the 2nd power)?
If you have 3 to the power 2 to the power 2, without any parentheses, you have to calculate from right to left. In this case, calculate 2 to the power 2; then calculate 3 to the power (whatever the result you get). If there are parentheses, do the calculation in parentheses first.
What is 3 to the negative 1st power times 3 to the negative 2nd power?
It is: 3-1*3-2 = 1/27
What is the absolute value of 3 to the 2nd power?
9 is.
