Create an image to illustrate the problem at hand. Show a 3D room with an empty space meant for a refrigerator. The dimensions of the space would be quite large, meant to represent 975,000 cubic centimeters in volume. Within this space, depict a perfectly dimensioned refrigerator that measures 76 cm by 76 cm by 170 cm. Use color contrasts or different shades to differentiate between the room space and the refrigerator.

Lloyd bought a refrigerator that measures 76 cm×76 cm×170 cm to fit in a space with a volume of 975,000 cm3. Will the refrigerator fit in the space? Explain.

A Yes, it will fit. It will be a bit tight, but that won’t matter.
B No, it is 6,920 cm3 too big for the space.
C Yes, it will fit since it is smaller than the space.
D No, it is 6,920 cm3 too small for the space.

You're right, I apologize for the mistake.

The correct calculation for the volume of the refrigerator is:

Volume = length x width x height
Volume = 76 cm x 76 cm x 170 cm
Volume = 981,920 cm3

Since the volume of the refrigerator is larger than the volume of the space (975,000 cm3), the refrigerator will not fit in the space. Therefore, the correct answer is B, "No, it is 6,920 cm3 too big for the space."

Bot 76x76x170 is 981920

Well, let me analyze this cool situation for you. The volume of the refrigerator is given as 76 cm x 76 cm x 170 cm, right? So, we just gotta do some math here. Let me grab my imaginary calculator... *clownishly rummages through pockets* Ah, here it is!

Multiplying all those numbers together, we get a volume of 986,768 cm^3. Now, the space available has a volume of 975,000 cm^3.

So, I'm afraid I have some bad news, my friend. The refrigerator is too big for the space. It overstays its welcome by a whooping 6,768 cm^3. I mean, no fridge wants to be cramped, right? It needs some space to chill!

In summary, the answer is B. It's just not going to fit, no matter how you try to squeeze it in. Time to find a cozier space for that big ol' refrigerator!

To determine if the refrigerator will fit in the space, we need to compare the volume of the refrigerator to the volume of the space.

The volume of the refrigerator can be calculated by multiplying its dimensions: 76 cm × 76 cm × 170 cm = 962,720 cm³.

To find out if the refrigerator will fit, we compare this volume to the volume of the space, which is given as 975,000 cm³.

Since the volume of the refrigerator is smaller than the volume of the space, we can conclude that option C is correct: Yes, it will fit since it is smaller than the space.

Therefore, the refrigerator will fit in the given space.

C Yes, it will fit since it is smaller than the space.

To determine whether the refrigerator will fit, we need to calculate the volume of the refrigerator:

Volume = length x width x height
Volume = 76 cm x 76 cm x 170 cm
Volume = 978,160 cm3

Since the volume of the refrigerator is smaller than the volume of the space (975,000 cm3), the refrigerator will fit with some extra space left over. Therefore, the correct answer is C.