Page 449 - Most-Essential-Learning-Competencies-Matrix-LATEST-EDITION-FROM-BCD
P. 449

449

          Quarter           Content Standards                    Performance Standards                    Most Essential Learning competencies          Duration

                         The learner demonstrates                 The learner is able to…                             The learner…
                            understanding of…
                    The learner demonstrates             The learner is able to estimate the        identifies percentiles using the t-table.
                    understanding of key concepts of     population mean and population             identifies the length of a confidence interval.     Week 10
                    estimation of population mean and  proportion to make sound inferences in       computes for the length of the confidence
                    population proportion.               real-life problems in different disciplines.   interval.
                                                                                                    computes for an appropriate sample size using the
                                                                                                    length of the interval.
                                                                                                    solves problems involving sample size
                                                                                                    determination.
             th
            4       The learner demonstrates             The learner is able to perform             illustrates: (a) null hypothesis; (b) alternative    Week 1
          Quarter  understanding of key concepts of      appropriate tests of hypotheses involving  hypothesis; (c) level of significance; (d) rejection
                    tests of hypotheses on the           the population mean and population         region; and (e) types of errors in hypothesis
                    population mean and population       proportion to make inferences in real-life  testing.
                    proportion.                          problems in different disciplines.         identifies the parameter to be tested given a real-
                                                                                                    life problem.
                                                                                                    formulates the appropriate null and alternative      Week 2
                                                                                                    hypotheses on a population mean.
                                                                                                    identifies the appropriate form of the test-statistic
                                                                                                    when: (a) the population variance is assumed to
                                                                                                    be known; (b) the population variance is assumed
                                                                                                    to be unknown; and (c) the Central Limit Theorem
                                                                                                    is to be used.
                                                                                                    identifies the appropriate rejection region for a    Week 3
                                                                                                    given level of significance when: (a) the population
                                                                                                    variance is assumed to be known; (b) the
                                                                                                    population variance is assumed to be unknown;
                                                                                                    and (c) the Central Limit Theorem is to be used.
                                                                                                    computes for the test-statistic value (population    Week 4
                                                                                                    mean).
   444   445   446   447   448   449   450   451   452   453   454