For Elementary (BEEd) , Gen.Ed. (40%) & Prof.Ed. (60%). For Secondary (BSEd), Gen.Ed. (20%), Prof.Ed. (40%), Majorship (40%). CASE #1 (BEEd) Scores: Gen.Ed. = (75/150)*0.4 = 20% Prof.Ed. = (75/150)*0.6 = 30% Total Rating - - - - - - - - -> = 50% (failed) CASE #2 (BSEd) Scores: Gen.Ed. = (74/150)*0.2 = 9.87% Prof.Ed. = (145/150)*0.4 = 38.67% Major = (145/150)*0.4 = 38.67% Total Rating -- - - - -> = 87.21% (passed) CASE #3 (BSEd) Scores: Gen.Ed. = (75/150)*0.2 = 10% Prof.Ed. = (145/150)*0.4 = 38.67% Major = (145/150)*0.4 = 38.67% Total Rating - - - - --> = 87.34% (passed) CASE #4 (BSEd) Scores: Gen.Ed. = (113/150)*0.2 = 15% Prof.Ed. = (113/150)*0.4 = 30% Major = (113/150)*0.4 = 30% Total Rating - - - - --> = 75% (passed) 113 po ang target score each area.. pwede naman 90 basta mabawi yung deficit na 23 sa ibang area.. halimbawa, dapat prof.ed. 136.
can you show the solution?because i got a wrong answer at my first attempt.thanks!
ReplyDeleteArrange first the data, 10, 11, 12, 14, 15, 16, 18, 24. Count the number of values given in the data set. Since the number of observation is even, determine two middle values which is 14 and 15. Add 14 and 15 and then divide it by 2.
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