A disc of unit radius is tossed at random onto a large rectangular floor, which is tiled with $4 \times 6$ tiles. Find the proba
bility that the disc is contained entirely in a rectangular tile (and does not intersect the border between two tiles).
1 answer:
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The completed table will have values filled into it accordingly from left to right and the downwards.
<h3>What values are required to complete the table?</h3>The concept of relative frequencies involves expressing the frequency of occurrence of events as a fraction of a whole frequency.
Hence, it follows that the blank space on the top-leftmost corner of the table can be filled with the value; 4/5 = 0.8.
For the top-rightmost blank space in the table, the required value is; 2/754 = 0.0027.
For the bottom-leftmost blank space, the required value to fill the table is; 1/5 = 0.2.
For the bottom-rightmost blank space, the required value is; 752/754 = 0.9973.
Read more on relative frequency;
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