Pregunta
13 There are 307 chairs in the cafeteria. Mx. Mildenhall wants to put pads on the
bottom of each of the chair’s four legs so they don’t scratch the floor. Which
equation can be used to determine the number of pads,
, Mx. Mildenhall needs?
A
B
C
D
bottom of each of the chair’s four legs so they don’t scratch the floor. Which
equation can be used to determine the number of pads,
A
B
C
D
Ask by Lee Allan. in the United States
Mar 19,2025
Solución de inteligencia artificial de Upstudy
Respuesta verificada por el tutor
Responder
The correct equation is
.
Solución
To determine the number of pads
that Mx. Mildenhall needs for the chairs, we need to consider the following:
- There are 307 chairs.
- Each chair has 4 legs.
- Therefore, the total number of pads needed is equal to the number of chairs multiplied by the number of legs per chair.
Now, let’s analyze the options provided:
A.
- This suggests that the number of pads is the total number of chairs divided by the number of legs per chair, which is incorrect.
B.
- This suggests that the number of pads is the sum of the number of legs and the number of chairs, which is also incorrect.
C.
- This correctly states that the number of pads is the total number of chairs multiplied by the number of legs per chair. This is a valid equation.
D.
- This suggests that if you multiply the number of pads by the number of legs, you get the number of chairs, which is incorrect.
The correct equation to determine the number of pads
needed is:
C.
Thus, Mx. Mildenhall needs
pads in total.
Respondido por UpStudy AI y revisado por un tutor profesional
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Bonus Knowledge
To determine the number of pads Mx. Mildenhall needs, you would need to multiply the number of chairs (307) by the number of pads per chair (4). This gives you a total of pads required for all the chairs. Therefore, the correct equation is
.
Mistakes are easy to make when setting up equations. One common error would be thinking that you should divide 307 by 4, which would suggest a smaller number of pads used per chair! Remember, when each chair requires multiple pads, multiplication is the way to go!

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