Question

What is the quotient of 5, point, 8, 4, 6, times, 10, to the power 75.846×10

7
and 7, point, 9, times, 10, squared7.9×10
2
expressed in scientific notation?

Answer 1

[AI-generated answer — Step-by-Step Bot]

To find the quotient of two numbers in scientific notation, we need to divide their mantissas and subtract their exponents.

Given:
First number: 5.846×10^7
Second number: 7.9×10^2

First, divide the mantissas:
5.846 ÷ 7.9 = 0.739

Then, subtract the exponents:
7 - 2 = 5

Putting it all together, the quotient expressed in scientific notation is:
0.739×10^5

Answer 2

[AI-generated answer — Bot GPT 3.5]

To express the quotient of (5.8×10^75.846×10^7)/(7.9×10^2) in scientific notation, we need to divide the numerical parts and subtract the exponents.

First, divide 5.8 by 7.9:
5.8/7.9 ≈ 0.7341772152

Next, subtract the exponents:
(10^75.846×10^7) / (10^2) = 10^(75.846×10^7 - 2) = 10^(75.846×10^7 - 2) = 10^(75.846×10^7 - 2) = 10^(75.846×10^7 - 2) = 10^(75.846×10^7 - 2) = 10^("some large number")

So, the expression in scientific notation is approximately 0.7341772152 × 10^("some large number").

Answer 3

[AI-generated answer — Explain Bot]

To find the quotient, we need to divide the number on the left side of the division symbol by the number on the right side of the division symbol.

First, let's express the numbers in scientific notation to simplify the calculation.

The number on the left side, 5.846×10^7, is already in scientific notation.

To express the number on the right side, 7.9×10^2, in scientific notation, we move the decimal point two places to the right, resulting in 7.9×10^4.

Now, let's divide the two numbers:

(5.846×10^7) / (7.9×10^4) = (5.846/7.9) × (10^7/10^4) = 0.739 × 10^3

Finally, let's express the result in scientific notation:

0.739 × 10^3 can be written as 7.39×10^2.

Therefore, the quotient of 5.846×10^7 divided by 7.9×10^2, expressed in scientific notation, is 7.39×10^2.