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The 44th power is the 22nd power, which is the 11th power, equal to the 10th power multiplied. It is multiplied by the power of 5, equal to the power of 4 times to the power of 2, i.e. to the power of 6. That is, to the 3rd power, equal to the 2nd power multiplied.
It's multiplied by, equaled, and roughly equal to about 97.
It's the easiest way I can think of it.
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With a binomial:
44 times of 1+ = 44th power of 1 + 43rd power of c(1,44)1*, 44)1 of 42nd power* squared + 3,44)1 of 41st power* of power + ......c(k,44)1 to the power of k* to the power of k + ......c(43,44)1*43rd power + 44th power.
where c(k,44) is the number of combinations of k in 44 = n![(k!(n-k)!Since the power of the following terms is getting higher and higher, and the values are getting smaller and smaller, the first few items can be calculated and approximated according to the requirements of the question.
Here take the first few terms for calculation, the original formula 1+44 * keep 4 decimal places) The last term in the above equation is, it is estimated that the tenth term and the following terms are smaller, which has little impact on the overall calculation result, and can be ignored in the estimation.
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The fastest way to do this is to use a calculator, hoho
We all use calculators to calculate this kind of thing in our probability theory exams, and you can also look up the table.
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The power of 1 is 1
Any power of 1 is equal to 1
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Solution: The power of 1 is equal to (only 1).
1 to the power of 1 = 1 1 = 1
Square of 1 = 1 =1 1 = 1
1 to the 3rd power = 1 3 = 1 1 1 1 = 1, i.e. any number of times 1 is equal to 1
The power of 1 = 1
Answer: The power of 1 is equal to 1
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A wide infiltration of the same number of even Shen brother continued to multiply the result of 4 times. The quadratic multiplies this number twice, and the cubic multiplies three times, e.g. shouting auspicious 4 4 = 4x4x4x4 = 256, 3 3 = 3x3x3 = 27. What if an identical number is minus to the fourth power?
It is the reciprocal of this number multiplication, e.g. 2 -4 = 1 2 4 = 1 16, the decimal is multiplied consecutively, and the decimal place after the decimal point should be shifted to the left The total number of the decimal places after these numbers, e.g., .
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The most basic definite connotation of the power is that a is the source of a number, n is a positive integer, and the n power of a is represented as a?, which indicates the result of multiplying n a's, such as 2?
2×2×2×2=16。The square of several times refers to the multiplication of several corresponding numbers, for example, the third power of 5 refers to the multiplication of three fives.
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I think that the logarithm of the bottom 4 is about equal to that, and the power of the jujube shed is therefore about equal to 4.
The calculator finds the rock only result for the number of rents.
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