Question: Consider a sample size of 22 with a sample mean of 1.3 and a sample variance of 0.5, and a sample size of 24 with

Consider a sample size of 22 with a sample mean of 1.3 and a sample variance of 0.5, and a sample size of 24 with a sample mean of 1.6 and a sample variance of 0.3. Assuming that they are normally distributed, independent random samples, construct the appropriate hypothesis test and use the summary statistics to test if population means are equal.

Should null and alternate hypothesis' be: H₀: u₁ = u₂H_a: u₁ does not equal u2?

If so, s²= 0.3954, t = -1.6164

Do we reject or accept null hypothesis?

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