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Write viewer conditional

what's up guys welcome back satin channel again this is your math teacher sir or reading lesson today we will be discussing writing conditional statements so this is another chapter under under reasoning and proof okay so this is still under our most essential learning competencies lesson you may like the video comment in the comment section and someone deeper subscribers please subscribe here are the objectives of today's lesson determine the relationship between the hypothesis and conclusion of an if then statement and transform a statement into an equivalent if then statement okay so let's have our drill our g really simply true or false so right through if the statement is correct otherwise write false good luck if you are done let us now check your answers for number one complementary angles are acute angles the answer is true the definition of complementary angles is two angles that will sum up to 90 degrees okay so the pattern is 90 degrees so for sure acute angles number two if an object angle is bisected then two acute angles are obtained the answer is it's true okay so it's an obtuse angle bisected bisected angle is less than 180 degrees but greater than 90 degrees so pagination for sure now in between 90 and 0. so siguradong acute angus number three if a polygon is a quadrilateral then it is a rectangle the answer is a false okay it's false because quadrilateral hindi rectangle what about square what about rhombus what about um trapezoid kite whole numbers are positive integers the correct answer is false example non-whole numbers or the whole numbers are the set of whole numbers are 0 1 2 3 4 5 6 etc and so on in that pattern 0 so 0 is a whole number but it is not a positive integer so that's why it's a false for number five if 2k is an e is an even integer then 2k plus 1 is an odd integer the correct answer is it is true ok [Music] so even and then odd then even and then add so therefore the correct answer is it's a true statement i hope you got the perfect score of five about details not then for this drill before we proceed to conditional statements or young if then statements let's have for some preliminary definition of terms no we are under reasoning and proof topic or chapter so let's have some definition of terms let's have first inductive reasoning inductive reasoning refers to the considerations and analysis made after several specific situations and patterns are arrived at a conjecture so uh inductive reasoning though i uh progression after makaro nang consideration tapos analysis okay what about the conjectures in having conjecture conjecture is an educated yes so conjecture educated okay a conjecture may be true or false no conjecture is uh maybe true or false examples of conjecture letter questions conjectures so pointing through pointing false letter a complementary...