Tim throws darts at a dartboard that has numbers 1 through 20 and a bull's-eye in the middle. Tim throws a dart 40 times, and he
2 answers:
Answer:
The experimental probability that Tim hits the bull's-eye is
Step-by-step explanation:
Tim throws darts at a dartboard that has numbers 1 through 20 and a bull's-eye in the middle.
Tim throws a dart 40 times, and he hits the bull's-eye 16 times.
Experimental probability is the ratio of the number of hits/success to the number of trials.
So, the experimental probability that Tim hits the bull's-eye is = or 0.4.
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1.You can convert them so that they have equal denominators. Then, the numerator can help you decide.
2. Convert them into decimals and compare.
3. Sketching out the fraction that represents wholes and parts.
Here, the numerator of 5/4 was larger than the denominator, unlike 9/10. Subsequently, you can infer that 5/4>9/10