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Expressed as a proper fraction in its simplest form, 2/32 x 2/36 = 256/6561

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Q: What is two thirds to the second power times two thirds to the sixth power?

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two thirds are 4 times greater than 1 sixth

5,000,000

0.13168724279

The equation is equivalent to 'x to the power of 4 thirds' times 'x to the power of 2.5'.Multiplyling them together, we simply add the powers, giving 'x to the power of 23/6' or the 'sixth root of x to the power of 23'.

4.2 times 10 to the sixth power in standard form is 4.2 x 106 This translates to standard notation as: 4,200,000

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x squared times y to the negative four thirds power

two thirds are 4 times greater than 1 sixth

Yes because when dealing with 10 squared times 10 to the fourth power you must multiply the exponents and you will get 10 to the sixth power.

10^6 or 1,000,000 has the prime factorization of 2 to the sixth power times 5 to the sixth power

24u to the second power. Differentiate 40u to the fifth power which is 200u to the fourth power and 5u to the second power which is 10u. Subtract 400u to the sixth power from 1000u to the sixth power which is 600u to the sixth power. Then square 5u to the second power which is 25u to the fourth power. Finally, divide 600u to the sixth power by 25u to the fourth power. The solution is 24u to the second power. Another method is simplifying it to 8u cubed (to the third power) and taking the power rule. Take 3 times 8u which is 24u and subtract 1 from 3 in exponent which is 2. The answer is 24u to the second power.

4,096 or 4 to the sixth power. When multiplying numbers with powers you add the powers if the whole number is identical. 4 squared x 4 squared is 64, x 4 squared is 4096

The equation is equivalent to 'x to the power of 4 thirds' times 'x to the power of 2.5'. Multiplying them together, we simply add the powers, giving 'x to the power of 23/6' or the 'sixth root of x to the power of 23'.

512

5,000,000

14,000,000

0.13168724279

0.545 to times ten to the negative sixth power = 0.545 x 10^-6(This equates to 0.000000545)

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