0
Add your answer:
Earn +20 pts
What is the greatest common factor for 36 and 48?
The greatest common factor for 36 and 48 is 12.
Greatest common factor of 28 and 48?
The Greatest Common Factor of 28, 48 is 4.
What is the greatest common factor for 48 and 28?
The greatest common factor of 48 and 28 is 4.
The greatest common factor of 48 and 40?
8 is the greatest common factor for 48 and 40
Why is 48 a factor of 8?
Oh, dude, 48 is a factor of 8 because, like, 48 can be divided evenly into 8. It's like when you have a pizza and you can cut it into 8 slices, and then you can cut those slices into 48 tiny pieces. So, yeah, 48 fits nicely into 8 without any leftovers.
How do you factor n squared minus 16n plus 48?
(n - 4)(n - 12)
How do you factor 48 x squared plus 48?
48(x^2 + 1)
Is 4 a factor of 48?
Yes. because 4 * 12 = 48 The whole factors of 48 are 1,48,2,24,4,12, 6, 8, -1,-48,-2,-24,-4,-12,-6,-8 (minus numbers because -x * -x = x squared For example, -4 * - 12 = 48)
What is 48 divided by 8 squared minus 2 times 5?
48 / 82 - 2 * 5 = 48 / 64 - 10 = 0.75 - 10 = -9.25
How do you Factor 12m squared plus 48m plus 96?
(3+2) (4+48)
When completely factored 3x2 48 equals?
I guess that should be 3 times (x squared) minus 48: 3x2 - 48 = 3(x2 - 16) = 3(x + 4)(x - 4)
What is 48 minus 1.4?
48 minus 1.4 is 46.6
What is 48 minus 32?
48 minus 32 is 16.
How do you factor 3x to the fourth minus 48?
3(x - 2)(x + 2)(x^2 + 4)
What is X squared plus 6x minus 55?
Without knowing what "x" is, we cannot say what the answer will be. And without knowing the answer, we cannot solve for "x". Set x at zero, for example. Zero squared is zero, plus 6 time zero which is zero, minus 55. Your answer is then -55. Set x at one, for example. One squared is one, plus 6 times 1 which is six, minus 55. Your answer is then -48. Etc.
What is positive 56 minus negative 48?
56 minus -48 is 104.
What is 48 squared?
Oh, what a happy little question! To find 48 squared, we simply multiply 48 by itself. So, 48 squared is 48 x 48, which equals 2,304. Just imagine all the wonderful possibilities that number holds!
