To find the total length of the cone based on the description you provided:
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You mentioned there are "6 cm inside on the left of the line" and "4 cm outside on the right." This suggests that the length of the cone along its axis might involve both of these measurements.
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You also mentioned "2 cm on the bottom like in the cone kinda," which suggests that there is an additional height or part of the cone.
To combine these parts:
- Inside Part: 6 cm
- Outside Part: 4 cm
- Bottom Part: 2 cm
Calculating the total length:
Total Length = Inside Part + Outside Part + Bottom Part
Total Length = 6 cm + 4 cm + 2 cm
Total Length = 12 cm
Therefore, the length of the cone is 12 cm.
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