Question

Which has a greater probability?
A. 12 chances our of 53,
B. 18 chances out of 74

Answer 1

To determine which option has a greater probability, we compare the ratios 12/53 and 18/74 by converting them to decimals, which reveals that Option B (18 chances out of 74) has a higher probability than Option A (12 chances out of 53).

Step-by-step explanation:

To determine which has a greater probability between Option A, 12 chances out of 53, and Option B, 18 chances out of 74, we need to compare their probabilities by calculating the ratios.

For Option A:

• Probability (A) = 12/53

For Option B:

• Probability (B) = 18/74

To compare these, we can simplify the fractions or convert them to decimal form:

• Probability (A) ≈ 0.2264
• Probability (B) ≈ 0.2432

By comparing the decimals, we can see that Option B (18 chances out of 74) has a slightly higher probability than Option A (12 chances out of 53).