To find the number that, when multiplied by itself 4 times, equals 256, you need to find the fourth root of 256. The fourth root is the number that, when multiplied by itself four times, gives you 256. In this case, the fourth root of 256 is 4, because 4 x 4 x 4 x 4 equals 256. Therefore, the number you are looking for is 4.
The number that multiplied three times gives a result of 1000 is 10.
The square root of 10 times the square root of 10 = 10
It is: 1 times 29 = 29 which is a prime number
It is: 8/3 times 3 = 8
In this case, a and b are numbers, but we have not been told which numbers they are. Sometimes it is useful to talk about numbers in general. Raising a to the power of b means that the number a gets multiplied by itself, a number of times that is specified by b. So for example, if a is 3 and b is 5, then 3 to the fifth power is 3 x 3 x 3 x 3 x 3. If we do the multiplications, we would wind up with 243.
9
Eight.
Square numbers are numbers like 16 because they are two of the same numbers, times itself. like 4x4=16, 3x3=9 The number that gets multiplied by itself is the square root of that number.
Mathematically speaking, there are only up to 3 numbers (if you consider the last as one as well) that do not fulfill the criteria: 0, 1 and infinity. Those are the only numbers that gets the same result when multiplied by itself (however many number times you multiply it).
The number that multiplied three times gives a result of 1000 is 10.
Sure there is.But its a bit complicated.Basically without the formula a square root is just the number that when multiplied by itself gets the number you are looking at.Ex.Take the number 625. What number multiplied by itself will equal 625. Well i know the answer since ive seen it loads of times. Its 25.For more help... and the complicated versionSee related link below
A negative (real) number multiplied by a positive (real) number will always result in a negative (real) number.
It is: 3*3*3 = 27
They are called factors.
The square root of 10 times the square root of 10 = 10
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