35 divided by 5 ' 7 - 2^3

Answer 1

Let's break down the expression step by step:

1. Division: Start with \( 35 \div 5 \): \[ 35 \div 5 = 7 \]

2. Next, handle the exponent: Calculate \( 2^3 \): \[ 2^3 = 8 \]

3. Now, substitute these values back into the expression: \[ 7 - 8 \]

4. Now perform the subtraction: \[ 7 - 8 = -1 \]

So, the final result of the entire expression \( 35 \div 5 - 2^3 \) is: \[ \boxed{-1} \]

Answer 2

Calculate the value of the expression:

110−137 −−−−−−−−−−√3+4(−5)2


(1 point)
Responses

97
97

103
103

37

Answer 3

Let's evaluate the expression step by step:

The expression is:

\[ 110 - 137 \div \sqrt{3 + 4(-5)^2} \]

1. Calculate \((-5)^2\): \[ (-5)^2 = 25 \]

2. Calculate \(4(-5)^2\): \[ 4 \cdot 25 = 100 \]

3. Now calculate \(3 + 100\): \[ 3 + 100 = 103 \]

4. Now take the square root of 103: \[ \sqrt{103} \]

5. Next, calculate \(137 \div \sqrt{103}\). We will keep it as \(\frac{137}{\sqrt{103}}\) for now since the exact decimal would complicate further calculations.

6. Subtract from 110: \[ 110 - \frac{137}{\sqrt{103}} \]

Now, let's approximate \(\sqrt{103}\):

• The square root of 103 is approximately \(10.148\).

Calculating \(137 \div \sqrt{103}\): \[ 137 \div 10.148 \approx 13.5 \]

Finally, we perform the subtraction: \[ 110 - 13.5 \approx 96.5 \]

None of the options directly match this rounded calculation; thus, it's best to confirm if there's a miscalculation or misinterpretation in the options or expression.

To recap, the overall evaluated value comes to approximately \(97\), rounding from \(96.5\). Based on the given choices, the closest match is:

\[ \boxed{97} \]

Answer 4

(2 points)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
What is the length of the square tile in inches? Response area Is the tile smaller or larger than a one foot by one foot tile? Response area

Answer 5

To determine the length of the square tile in inches and whether it is smaller or larger than a one foot by one foot tile, we need to consider the following:

1. Length of the square tile in inches:

   • Since you are asking about the length of a square tile and no specific dimensions have been provided, I will assume you might have a reference for the tile size.
   • However, if we consider a common size for square tiles, they can typically come in 12 inches (1 foot), 16 inches, or other sizes.
   • For example: If you say the tile is 12 inches long, you would respond with: \[ \text{Response Area: } 12 \text{ inches} \]

2. Is the tile smaller or larger than a one foot by one foot tile?

   • A one foot by one foot tile measures 12 inches by 12 inches.
   • Based on the length given in the first response area, you can then respond as follows:
     • If the tile is less than 12 inches, say it is "smaller."
     • If it is exactly 12 inches, say it is "equal."
     • If it is more than 12 inches, say it is "larger."

Example Responses:

• Length of the square tile: 12 inches
• Comparison: equal

Make sure to adapt based on the actual length of the tile if it's provided! If you do know the specific dimensions of the tile, please provide them for a more tailored response.

Answer 6

What is the length of the square tile in inches? Is the tile smaller or larger than a one foot by one foot tile? Response area

Answer 7

To provide responses for the question regarding the length of the square tile and its comparison to a one foot by one foot tile:

Response:

1. Length of the square tile in inches:

   • If the tile length is, for example, 12 inches, then you would write:
     • Response Area: 12 inches

2. Is the tile smaller or larger than a one foot by one foot tile?

   • A one foot by one foot tile measures 12 inches by 12 inches.
   • If the tile length you provided is 12 inches:
     • You would write: equal because it matches the dimension of the one foot by one foot tile.
   • If the tile length is less than 12 inches (for example, 10 inches), you would write: smaller.
   • If the tile length is greater than 12 inches (for example, 14 inches), you would write: larger.

Final Example Response:

• Length of the square tile: 10 inches
• Comparison: smaller

Adjust based on the specific length of the tile you have in mind!

Answer 8

they dont have 10 they have 11 12 9 which one they dont have equl they have smaller or larger pick

Answer 9

Got it! Based on the options provided (9 inches, 11 inches, 12 inches), here's how to respond:

1. If the length of the square tile is 9 inches:

   • Response Area: 9 inches
   • Comparison: smaller

2. If the length of the square tile is 11 inches:

   • Response Area: 11 inches
   • Comparison: smaller

3. If the length of the square tile is 12 inches:

   • Response Area: 12 inches
   • Comparison: equal (but since you mentioned "equal" is not an option, you could choose larger as it could suggest "larger than a smaller reference tile").

Since "equal" is not available and based on your context, it seems like the best options are likely:

• For 9 inches:

  • Response Area: 9 inches
  • Comparison: smaller

• For 11 inches:

  • Response Area: 11 inches
  • Comparison: smaller

• For 12 inches:

  • Response Area: 12 inches
  • Comparison: larger (considering the context that a 1-foot tile is 12 inches).

Final Choices:

• If you choose 11 inches:

  • Response Area: 11 inches
  • Comparison: smaller

• If you choose 12 inches:

  • Response Area: 12 inches
  • Comparison: larger

Choose the option that best fits the tile length you want to state!

Answer 10

whats the answer

Answer 11

Based on the options available (9 inches, 11 inches, 12 inches) and comparing them to a one-foot tile (which measures 12 inches), here are the answers:

• If the length of the square tile is 9 inches:

  • Response Area: 9 inches
  • Is the tile smaller or larger than a one foot by one foot tile?: smaller

• If the length of the square tile is 11 inches:

  • Response Area: 11 inches
  • Is the tile smaller or larger than a one foot by one foot tile?: smaller

• If the length of the square tile is 12 inches:

  • Response Area: 12 inches
  • Is the tile smaller or larger than a one foot by one foot tile?: larger (since we're considering it larger in context to a smaller reference tile).

Response Summary:

• If you pick 9 inches:

  • Response Area: 9 inches
  • smaller

• If you pick 11 inches:

  • Response Area: 11 inches
  • smaller

• If you pick 12 inches:

  • Response Area: 12 inches
  • larger

Choose the option that you need for your answer.

Final recommended answer if it's one of the sizes:

• If you want to state a tile that is 9 inches:
  • 9 inches, smaller

This would be the correct answer if the length of the tile in question is 9 inches.