Integrated Mathematics III /
NJIT: Pre-Calculus
NJIT: Pre-Calculus
The task of this assignment was to solve an equation that was listed on the board in the movie "Hidden Figures' by Katherine Johnson. To solve this equation, you first had to factor both equations and solve for the x's based on those factored equations. This assignment showcased my ability to factor equations and solve complex quadratic equations using the formulas and methods taught in class.
This assignment was to test our knowledge from the lessons in class on Logarithms, the product rule, the quotient rule, the power rule, and evaluating logarithmic forms. Some mistakes were made during the test, and could have been prevented had I checked over the work and simplified it to the furthest. This test ultimately, showed my knowledge and skills in versing logarithms and different logarithmic equations.
This homework assignment tested how we retained our knowledge from our lesson on examing the properties of exponents, this assignment featured questions from the lesson, and new questions to advance our understanding of the properties of exponents and how we can manipulate that, to get the answer to a problem.
This is one of the many tests in this course. This test featured a selection of various questions regarding exponents, such as exponential graphs, functions, and word problems. In this test, I scored very low, and if I were to retake it, I would read thoroughly, make sure I used the correct variables, double-check my answers, and apply the algebraic principles I learned throughout this course.
This application section tested our knowledge of the area of a sector given angle, and revolutions. If I could do this problem all over again I would follow through step by step with notes detailing the formula, and the variables and substitute those variables for the answer to figure out the solution to the problem, and fully complete the problem.
This application problem section tested our knowledge of manipulating trigonometric functions, sine, cosine, tangent, and their reciprocals. Cosecant, Secant, and Cotangent. this expanded our knowledge on simplifying algebraic expressions using trigonometric substitutions and using Pythagoras identities to further simplify those algebraic expressions into one of the main trigonometric functions.