can you answer these く>primaverahs.strongmind.comO StrongMindO Checkpoint 24b Answered: The lengths in inche...A Desmos | Graphing CalculatorNEW College Math Prep B - Go...MLA Citation Generator (Free) |...6 of 8ListenExamine the data set.374, 403, 690, 112Which score, when added to this data set, would be in the 40th percentile of the five values?GeoGebra Graphing Calculator403404375113(?NextII く>primaverahs.strongmind.comO StrongMindO Checkpoint 24b Answered: The lengths in inche...A Desmos | Graphing CalculatorNEW College Math Prep B - Go...MLA Citation Generator (Free) |...4 of 8ListenThe lengths in inches of 20 new babies born in one week at a local hospital were recorded.14.5, 15.5, 15.8, 16.8, 16.9, 18.0, 18.6, 18.9, 19.6, 19.8, 20.5, 20.0, 20.3, 21.1, 21.5, 21.6, 21.9, 22.1, 22.4, 23.1In what percentile is a baby who is 21.5 inches long?Enteryour answer as an ordinal number, like this: 42ndGeoGebra Graphing CalculatorNext >(?II個

We want to find the value of 40th percentile The data are 374,403,690,112,x Note: According to bartleby experts question answers guidelines an expert can solve only first three sub parts of one question rest can be reposted..If x=375 then the 40th percentile Position X (Asc. Order) 1 112 2 374 3 375 4 403 5 690 The next step is to compute the position (or rank) of the 40% percentile. The following is obtained: \text{Percentile Position } = \frac{(n+1)P}{100} = \frac{(5+1)\times 40}{100} = 2.4Percentile Position =100(n+1)P=100(5+1)×40=2.4 Since the position found is not integer, the method of interpolation needs to be used. The 40% percentile is located between the values in the positions 2 and 3. Those values, based on the data organized in ascending order, are 374 and 375. The value of 2.4 - 2 = 0.4 corresponds to the proportion of the distance between 374 and 375 where the percentile we are looking for is located at. In fact, we compute P_{ 40} = 374 + 0.4 \times (375 - 374) = 374.4P40=374+0.4×(375−374)=374.4 40th percentile is 374.4 Hence option (c) is correct choice All other option is incorrect