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Sample of 100: - Mean Age: 35.2 years - 95% Confidence Interval: (32.8, 37.6) - 90% Confidence Interval: (33.5, 36.9) Sample of 400: 95% confidence interval (34.5,35.7) - 90% Confidence Interval: (34.7, 35.5) mean median mode standard variance range and std dev on excel need answers

Name: sample of 100 mean age 352 years 95 confidence interval 328 376 90 confidence interval 335 369 sample of 400 95 confidence interval 345357 90 confidence interval 347 355 mean median mode standard vari
Uploaded: 2023-08-30T00:31:16-08:00
Duration: 1 min 13 s
Channel: Kari Hasz
Description: sample of 100 mean age 352 years 95 confidence interval 328 376 90 confidence interval 335 369 sample of 400 95 confidence interval 345357 90 confidence interval 347 355 mean median mode standard vari

          Sample of 100: - Mean Age: 35.2 years - 95% Confidence Interval: (32.8, 37.6) - 90% Confidence Interval: (33.5, 36.9) Sample of 400: 95% confidence interval (34.5,35.7) - 90% Confidence Interval: (34.7, 35.5) mean median mode standard variance range and std dev on excel need answers

Added by Darneisha W.

NCERT Class 11 - Math

Parvin Sinclair, G.P. Dikshit 2011 Edition

Chapter 15

Instant Answer

Solved by Expert Kari Hasz

08/30/2023

Step 1

2 years - 95% Confidence Interval: (32.8, 37.6) - 90% Confidence Interval: (33.5, 36.9) - Sample of 400: - 95% Confidence Interval: (34.5, 35.7) - 90% Confidence Interval: (34.7, 35.5) Step 2: **Calculate the standard error for each sample** The formula Show more…

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Sample of 100: - Mean Age: 35.2 years - 95% Confidence Interval: (32.8, 37.6) - 90% Confidence Interval: (33.5, 36.9) Sample of 400: 95% confidence interval (34.5,35.7) - 90% Confidence Interval: (34.7, 35.5) mean median mode standard variance range and std dev on excel need answers