15.85%
To find the probability that a 10-story building is shorter than 35 meters, we need to calculate the area under the normal curve to the left of 35 meters. This area represents the probability of a building being shorter than 35 meters.
By looking at the standard normal distribution table, we can find that the area to the left of z-score 35.1 (which corresponds to 35 meters in this case) is approximately 0.1585.
Therefore, the probability that a 10-story building is shorter than 35 meters is 15.85%.
The graph shows the normal curve describing the distribution of the heights of 10-story buildings from cities around the world. What is the probability that a 10-story building is shorter than 35 meters? (1 point) Responses 15.85% 15.85% 50% 50% 16% 16% 84%
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