what is 10 to the third power?
445906
10 times 10 times 10 1000\nyou could use a calculator alot easier
874890
the degree of the variable is it's power like : A to the power 3\nthen A is a third degree variable....\n                                                                                         bye :)
375926
The last digit of the powers of 2 follow a definite pattern, which is 2, 4, 8, 6, and then again 2, 4, 8, 6 etc. \n\nTo find the answer, simply take 51 mod 4, (which happens to be 3), and the third number in the list is 8. The answer is therefore 8.
298876
Write the number in scientific notation and subtract 100 from the exponent:\n\n11!^(11!)\n= 10^(log_10(11!)*11!) \n= 10^(7.601155718 * 11!)\n= 10^(303413812.5) = 3.16227766 x 10^303413812\n\n==> Ans: 3.16227766 x 10^303413712
908350
Beacuse it comes after 10.
620942
10^3 = 1000\n\nSo 2.8 * 10^3 = 2.8 * 1000 = 2800\n\nOr you can just look at the power of 3 and move the decimal place to the right by 3 places.\n\nSimilarly,\n\n4.7 * 10^-2 = 0.047\nBecause the power of -2 would imply moving the decimal place by 2 places to the left. Or you could divide 4.7 by 100.\n\nThis form of writing very big or small numbers is called standard form.
126757
45\nYou need a number that is the 2 power of a whole number and falls in that range.
855940
In scientific notation, you put a decimal point after the first non-zero digit (to make it a number between 1 and 9.9999, then add the power of ten.\n\n4.152 x 10^3
401032
If your asking number mine is 10
930339
Sounds like your HW wants you to write a number in terms of powers of 10.  We'd need an actual number to help you with your homework specifically.\n\nHere's a couple of examples, in case it helps:\n\n35,148 = \n\n3*10^4 + 5*10^3 + 1*10^2 + 4*10^1 + 8*10^0\n\n24.35 = \n\n2*10^1 + 4*10^0 + 3*10^-1 + 5*10^-2\n\nHope that helped somewhat!\n\n~ ♥ ~
726226
It is based on powers of 2.\n\ni.e. 2 ^ 10 = 1024
1130093
I think the answer lies in the base system. It's not base 10.
769192
Let n_b denote "n base b"\n\nAre you converting 653_10 to another base, or converting 653_b to base 10?\n\nTo convert 653_b to base 10, you simply have to add up 6b^2+5b+3.\n\nTo convert 653_10 to another base b, you have to find the greatest power of b that goes into 653, and how many times it goes in. You write this down as the k+1 digit, where k was the power of b being raised. You then subtract how many times it goes in times b^k, and repeat. For example...\n\nCovert 653_10 to base 3.\n\nThe greatest power of 3 that goes in 653 is 3^5, which equals 243. 243 goes into 653 two times, so we subtract 2*243 from 653. 653-486=167. Our number is now of form 2 _ _ _ _ _.\n\nThe next power of 3 is 3^4, which equals 81. 81 goes into 167 two times, so we subtract 2*81 from 167. 167-162=5. Our number is now of form 2 2 _ _ _ _.\n\nThe next power of 3 is 3^3, which equals 27. 27 goes into 5 zero times, so we subtract 0*27 from 5. 5-0=5. Our number is now of form 2 2 0 _ _ _.\n\nThe next power of 3 is 3^2, which equals 9. 9 goes into 5 zero times, so we subtract 0*9 from 5. 5-0=5. Our number is now of form 2 2 0 0 _ _.\n\nThe next power of 3 is 3^1, which equals 3. 3 goes into 5 one time, so we subtract 1*3 from 5. 5-3=2. Our number is now of form 2 2 0 0 1 _.\n\nThe final power of 3 is 3^0, which equals 1. 1 goes into 2 two times, so our final number is 2 2 0 0 1 2.\n\nTo check, we simply convert 220012_3 back to base 10 using the method above.
1157073
one two three four five six seven eight nine ten
693753
That depends on the number.  When you take the square root of something, that's the same as saying 'to the one half power' and when you cube something, it's the same as 'to the third power.'  To calculate a power of a power, use this formula:\n\nX to the Y to the Z = X to the Y times Z  (which is the same as (X^Y)^Z = X^(Y*Z)\n\nFor your question, Y = 3 and Z = 1/2, so the answer is\nx^(3*1/2) = x^1.5\n\nI'm editing this because there have been a couple of wrong answers before mine.  Take a few examples and you'll see that the other answers are wrong.\n\n2^3=8, not 16.  8^(1/2)= about 2.82, NOT 4, which is 2^2.\n\n5^3=125.  125^(1/2)= about 11.18, which is nowhere near 25, which is 5^2.\n\nTry it on a calculator.  2^1.5= about 2.82\n5^1.5= about 11.18.
249745
the answer is \n\n(sq.rt 3)(sq.rt 3) + 3(sq.rt 3) - (sq.rt 3) - 3\n\n= 3 + 2(sq.rt 3) - 3\n\n= 2(sq.rt 3)\n\nand that is worth 10 marks not 2
233792
Multiply the numbers 1.25 and 8\n1.25*8 = 10\nadd the exponents on the 10's\nneg.3 + neg.5 = -3 + -5 = -8\nThus, we have\n10 times 10^(-8)\n10 is not in scientific notation\n10 = 1 times 10^1\nThus, the final answer is\n1 times 10^(-7)