Tan p =16/12 ;tan Q=12/16
Option C
Answer:
2.2360679774998
mean-7
Step-by-step explanation:
Answer:
a) We can be 95% sure that true average age (in weeks) at which babies begin to crawl is between 30.65 weeks and 32.89 weeks.
b) Margin of error for the confidence interval is 1.12 weeks.
Step-by-step explanation:
Let m be the estimate of the average age (in weeks) at which babies begin to crawl
Let ME be the margin of error.
- Lower bound of the confidence interval is m-ME (32.89 weeks)
- Upper bound of the confidence interval is m+ME (30.65 weeks)
then the <em>difference</em> between the upper bound and the lower bound gives:
m+ME - (m-ME) = 2ME = 32.89-30.65=2.24 which gives
ME=1.12 weeks
Answer:
32/65
Step-by-step explanation:
Answer:
it would be any number that is less that ten but greater than 5