What is the quotient of the following? 52x813x2 (1 point) Responses 4x6 4 x to the 6th power 4x4 4 x to the 4th power 39x4 39 x to the 4th power 39x6

Answer 1

To find the quotient of \( 52 \times 813 \times 2 \), we first perform the multiplication:

1. Calculate \( 52 \times 2 = 104 \).
2. Next, multiply \( 104 \times 813 \).

Performing \( 104 \times 813 \):

1. \( 104 \times 800 = 83200 \)
2. \( 104 \times 13 = 1352 \)
3. Now add them together: \[ 83200 + 1352 = 84552 \]

The calculation gives us \( 52 \times 813 \times 2 = 84552 \).

In terms of the provided responses, there seems to be a confusion regarding the polynomial terms as the options label \( x \) terms, whereas \( 84552 \) is a numerical value with no variables associated with it.

Therefore, none of the given responses \( 4x6, 4x\) to the \( 6th \) power, \( 4x4, 4x \) to the \( 4th \) power, \( 39x4, 39x \) to the \( 4th \) power, or \( 39x6 \) seem relevant or correct based on the calculations.

If there was an error in the initial interpretation or if you're looking for a different calculation, please provide more context or clarification!

Answer 2

which one is it

Answer 3

Let's clarify the situation. The question initially seems to refer to finding the quotient of \( 52 \times 813 \times 2 \), but there seems to be confusion with lack of a divisor, as you listed options involving \( x \).

However, looking at the quotient options provided, they could be seen as dividing by a factor.

Given Options:

• 4x6
• 4x to the 6th power
• 4x4
• 4x to the 4th power
• 39x4
• 39x to the 4th power
• 39x6

If we look closely at the values \( 52 \times 813 \times 2 = 84552 \) and try to find a quotient with these variables, we may not get any direct matching with numbers unless we were to evaluate them differently or use x as part of a polynomial.

From the responses:

• 4 relates to a division of \( 52 \) (as it divides evenly).
• 39 relates to a division as well.

If we look at simplifying \( 84552 \), dividing \( 84552 \) by \( 4 \) gives \( 21138 \), and dividing by \( 39 \) gives around \( 2176 \).

In more straightforward terms, if we had to link this with options, I would focus on identifying that among 4x6, 4x4, 39x4, and other similar, the one that mathematically seems correct given reading the whole would tend to lean towards something about”39” or even “4.”

If I had to pick a feasible response based on classical polynomial division or factoring interpretation of the problem:

39x4 could be the right choice if interpreted around \( 4 \) and \( 39 \) seems a fair interpretation. However, if we assume they were looking for simple multiplication scenarios:

Ultimately, 39x4 seems to be the closest relevant answer among the listed options.