Okay I'm second guessing and before I answer I'd like a 2nd opinion!

illustration. A population can be very large, wh sizes are typically smaller. 3) The sample's line indicates a correlation. positive Correct negative The line slopes up to the right, so the greater th the greater the weight 4) A researcher hypothesizes: Greater height does not suggest greater weight. Given the sample, this hypothesis is likely to be rejected O not rejected 5) Normally, the correlation for an entire population could be calculated. True O False Forming a hypothesis involving two populations Investigating a hypothesis involving two populations is also common. Ex: Given samples from two populations, a hypothesi the two populations have the same mean. In other words, the difference between the two sample means is statistically insig challenge is that the only available data is from the samples, not the populations. Ex: Salaries for all male and female employ given city are generally unknown, but salaries for samples of 50 males and 50 females in that city can be known. PARTICIPATION 5.1.4: A common hypothesis asks whether two populations have the same mean vs. different means. ACTIVITY 2 2x speed Weight Height If a sample is taken, a line can also be drawn. A hypothesis may ask if the correlation in the sample is strong enough to infer the correlation exists in the Captions ~ population 1. If a population is known, a line can be drawn showing the correlation between height and weight. 2. If a sample is taken, a line can also be drawn. A hypothesis may ask if the correlation in the