Essay on Fathers Parent and Fathers

Essay on Fathers Parent and Fathers Essay on Fathers: Parent and Fathers Explain how services/settings can support young fathers to engage with their children’s needs and development Settings such as day nurseries, schools or playgroups can Offer opportunities for fathers to be involved in a setting by suggesting they engage with the setting in more traditionally male roles - Fathers leading football or sports sessions, demonstrating building skills, supporting children to do the gardening are all ways that engage fathers in a role that both fathers and other mothers feel comfortable in seeing them in. Culturally diverse fathers might have skills to share in addition to this, cooking curry with the children as most Indian chefs are men, or cultural activities that we are yet unaware of that could be incorporated into the curriculum through planning topics that are culturally relevant. Once young Fathers are in schools or other settings and see the advantages of their involvement in supporting their child’s academic achievements and social needs being met they may be happier to engage with the setting and their children in other ways. Parent partnership or liaison committees are another good way of encouraging fathers’ involvement, especially if it is seen as a more business supportive role, as the fathers feel they can offer support in an area that might be their expertise- accounts, marketing etc. This type of group, however, might not attract some cultural fathers if there is a language barrier but for other cultures such as like eastern Asian this might be seen as a very good opportunity. Having social meetings like family fun days, where both parents can attend, is another good way of encouraging Fathers’ participation. Often father feel more confident if they are in the setting with their partner as they can explain the routines and rules and introduce them to staff and other parents this then builds up their confidence to attend alone. Once they are involved in the setting will hopefully become more involved in their children’s needs and learning in other ways. Services such as children’s centre’s can engage with young fathers by running classes specifically designed to support young fathers where they can meet other young fathers and make relationships with them as well as learn skills. ‘Ladz to Dads’ and ‘Sat Dad’

Calculating the Mean, Median, and Mode

Calculating the Mean, Median, and Mode Before you can begin to understand statistics, you need to understand mean, median, and mode. Without these three methods of calculation, it would be impossible to interpret much of the data we use in daily life. Each is used to find the statistical midpoint in a group of numbers, but they all do so differently.   The Mean When people talk about statistical averages, they are referring to the mean. To calculate the mean, simply add all of your numbers together. Next, divide the sum by however many numbers you added. The result is your mean or average score. For example, lets say you have four test scores: 15, 18, 22, and 20. To find the average, you would first add all four scores together, then divide the sum by four. The resulting mean is 18.75. Written out, it looks something like this: (15 18 22 20) / 4 75 / 4 18.75 If you were to round up to the nearest whole number, the average would be 19. The Median The median is the middle value in a data set. To calculate it, place all of your numbers in increasing order. If you have an odd number of integers, the next step is to find the middle number on your list. In this example, the middle or median number is 15: 3, 9, 15, 17, 44 If you have an even number of data points, calculating the median requires another step or two. First, find the two middle integers in your list. Add them together, then divide by two. The result is the median number. In this example, the two middle numbers are 8 and 12: 3, 6, 8, 12, 17, 44 Written out, the calculation would look like this: (8 12) /  2   20 / 2 10 In this instance, the median is 10. The Mode In statistics, the mode in a list of numbers refers to the integers that occur most frequently. Unlike the median and mean, the mode is about the frequency of occurrence. There can be more than one mode or no mode at all; it all depends on the data set itself. For example, lets say you have the following list of numbers: 3, 3, 8, 9, 15, 15, 15, 17, 17, 27, 40, 44, 44 In this case, the mode is 15 because it is the integer that appears most often. However, if there were one fewer 15 in your list, then you would have four modes: 3, 15, 17, and 44. Other Statistical Elements Occasionally in statistics, youll also be asked for the range in a set of numbers. The range is simply the smallest number subtracted from the largest number in your set. For example, lets use the following numbers: 3, 6, 9, 15, 44 To calculate the range, you would subtract 3 from 44, giving you a range of 41. Written out, the equation looks like this:   44 – 3 41 Once youve mastered the basics of mean, median, and mode, you can begin to learn about more statistical concepts. A good next step is studying  probability, the chance of an event happening.