filmov
tv
Solving equations using logarithms introduction with examples | Grade 12 Maths
Показать описание
This video shows how to solve exponential equations which are otherwise difficult with the normal ways of solving exponential equations.
This topic is helpful for question 1 and the question of the inverse function in the grade 12 mathematics examination.
To get updates on new videos, subscribe now!!!.
Follow us:
#grade12maths #logarithms #ramtasolutions
About grade 12 Maths:
Grade 12 Maths is an extension of what was taught in grades 10 and 11. It builds on the advanced problem-solving techniques studied in both grades. In addition to topics introduced in the lower grades, students are now introduced to the power of formula derivation and critical thinking. Students will now broaden what they have learned and bring it closer to a complete package. At this stage, students are now able to prove all formulas that are on the formula sheet.
At the end of the grade, students should be competent in the following topics: algebraic expressions, equations and inequalities, exponents and surds, sequences and series, functions, financial maths, differentiation calculus; probability, linear programming, data handling(statistics), analytical geometry, trigonometry, measurement and euclidean geometry.
This topic is helpful for question 1 and the question of the inverse function in the grade 12 mathematics examination.
To get updates on new videos, subscribe now!!!.
Follow us:
#grade12maths #logarithms #ramtasolutions
About grade 12 Maths:
Grade 12 Maths is an extension of what was taught in grades 10 and 11. It builds on the advanced problem-solving techniques studied in both grades. In addition to topics introduced in the lower grades, students are now introduced to the power of formula derivation and critical thinking. Students will now broaden what they have learned and bring it closer to a complete package. At this stage, students are now able to prove all formulas that are on the formula sheet.
At the end of the grade, students should be competent in the following topics: algebraic expressions, equations and inequalities, exponents and surds, sequences and series, functions, financial maths, differentiation calculus; probability, linear programming, data handling(statistics), analytical geometry, trigonometry, measurement and euclidean geometry.