To determine which statements are true based on the shaded grid, we need to analyze the proportions of each color represented.
-
410 of the model is green. - This doesn't make sense in standard fraction form. It's likely intended to be a fraction (e.g., 4/10).
-
4/10 of the model is green. - If 4 out of 10 parts are shaded green, this can be simplified to 2/5 or 0.4, so whether this statement is true depends on the actual grid.
-
0.32 of the model is red. - This means 32% of the model is red, which also depends on the grid proportions.
-
0.28 of the model is blue. - This means 28% of the model is blue; again, this is subject to the actual grid proportions.
-
0.7 of the model is red and blue. - This states that 70% of the model consists of red and blue.
To find the true statement, you would have to check the proportions of each color on the grid. Without seeing the grid, I cannot definitively say which statement is true.
If you can provide the proportions or a description of the grid, I can help you evaluate which statement is correct.