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What is the base in the power 9
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Which of the following properties are used when rewriting the expression (3/x^3)^-2
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C. power to a power and same base product
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Which of the following properties are used when rewriting the expression 2a^-2+(2a^-2)^4
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ln(e^(5)·3^log3(e)+1/2e^-3ln(2)
the first base e has en exponent of 5 times 3 to the power/exponent of log with a base of 3 (3).
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recall that log_a(b) = 1/log_b(a) so, your expression is ln(e^5) + ln(e) + (1/2)(1/8)) = 5+1+1/16 =
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Use the Laws of logarithms to rewrite the expression log(base 2)(11x(x-9))
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To rewrite the expression log(base 2)(11x(x-9)) using the laws of logarithms, we can start by
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In the expression 25, what is the 2?
(1 point) Responses exponent exponent power power base base model
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The 2 in the expression 25 is the base.
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Choose the bases that would form the codon that represents the amino acid Methionine (Met).
(1 point) U C A G First Base U –
1))ten to the seventh power= 8^7 base 8 exponent 7. key Sequence: 8^7=2,097,152
2))ten to the six power= 10^6 base is 10 exponent
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Based on your provided equations, your calculations seem to be correct. Here's a breakdown of each
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Question
Choose the bases that would form the codon that represents the amino acid Methionine (Met). (1 point) U C A G First Base
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The codon that represents the amino acid Methionine (Met) is AUG. Therefore, the bases that would
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3. Rewrite the expression with a single base and exponent. (3 to the 2nd power x 3 to the 3rd power) to the 3rd power
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3 to the 2nd power x 3 to the 3rd power = 3^2 x 3^3 = 3^(2+3) = 3^5 (3 to the 2nd power x 3 to the
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when adding and subtracting numbers in scientific notation the power of the base 10 must be the same exponent so that you have
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For addition and subtraction in scientific notation, you need to ensure that the exponents of the
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