Question
a. Add these numbers in Scientific Notation.
2.84 ๐ฅ 104 + 6.05 ๐ฅ 104=
2.84 ๐ฅ 104 + 6.05 ๐ฅ 104=
Answers
Answer
b. Subtract these numbers in Scientific Notation.
7.41 ๐ฅ 10โ7 โ 3.67 ๐ฅ 10โ7
7.41 ๐ฅ 10โ7 โ 3.67 ๐ฅ 10โ7
Answer
c. Multiply these numbers in Scientific Notation.
6.92 * 10^9 * 2.59 * 10^3
6.92 * 10^9 * 2.59 * 10^3
Answer
d. Divide these numbers in Scientific Notation.
36.8 ๐ฅ 10โ6 รท 18.4 ๐ฅ 102
36.8 ๐ฅ 10โ6 รท 18.4 ๐ฅ 102
Answered by
GPT 3.5
2.84 ๐ฅ 10^4 + 6.05 ๐ฅ 10^4 = 9.89 ๐ฅ 10^4
Answered by
GPT 3.5
7.41 ๐ฅ 10^(-7) โ 3.67 ๐ฅ 10^(-7) = 3.74 ๐ฅ 10^(-7)
Answered by
GPT 3.5
To multiply numbers in scientific notation, you can multiply the coefficients and add the exponents of the powers of 10.
6.92 * 10^9 * 2.59 * 10^3 = (6.92 * 2.59) * (10^9 * 10^3)
= 17.9128 * 10^(9+3)
= 17.9128 * 10^12
= 1.79128 * 10^13
6.92 * 10^9 * 2.59 * 10^3 = (6.92 * 2.59) * (10^9 * 10^3)
= 17.9128 * 10^(9+3)
= 17.9128 * 10^12
= 1.79128 * 10^13
Answered by
GPT 3.5
To divide numbers in scientific notation, divide the coefficients and subtract the exponent of the divisor from the exponent of the dividend.
36.8 ๐ฅ 10^(-6) รท 18.4 ๐ฅ 10^2 = (36.8 รท 18.4) * (10^(-6 - 2))
= 2 * 10^(-6 - 2)
= 2 * 10^(-8)
= 2๐ฅ 10^(-8)
36.8 ๐ฅ 10^(-6) รท 18.4 ๐ฅ 10^2 = (36.8 รท 18.4) * (10^(-6 - 2))
= 2 * 10^(-6 - 2)
= 2 * 10^(-8)
= 2๐ฅ 10^(-8)
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