Answer:
Explanation:
To express the formula V = 1 - w - h in terms of the width w, you can isolate w on one side of the equation. Here's how you can do it:
V = 1 - w - h
Now, add w and h to both sides of the equation to isolate w:
V + w + h = 1
Next, subtract V and h from both sides:
w = 1 - V - h
Now that we have the formula in terms of the width w, you can use it to find the width when the volume is 192, the length is 8, and the height is 4:
w = 1 - V - h
w = 1 - 192 - 4
w = 1 - 196
w = -195
So, when the volume is 192, the length is 8, and the height is 4, the width is -195. However, a width cannot be negative in a physical context, so please double-check your formula or data to ensure accuracy. It's possible that there may be a mistake in the values provided or in the formula itself.