Should i take Finite math or Pre Calculus ?
So i m currently a sophmore in high school and i m already picking classes for next year (junior year). Right now im taking Algebra 2 and im passing with a C. Its not hard im just bad at taking tests. I dont know if i should take Finite math or Pre Calculus. I was told colleges dont like Finite. I hate math which is why i was thinking of taking Finite bc i heard it was easier. Can someone help me out?
What is Finite Math?
Finite math does not deal with infinity or limits as n--> infinity, etc. It involves counting a finite number of things, such as all possible outcomes of tossing a pair of dice or the probablility of two out of 100 people getting sick if all were exposed to a germ. If you study daily, learn and understand all definitions and theorems, learn to make diagrams listing all outcomes of events, and do your homework, you should have no problem. The class is designed for psychology majors and anyone who can use a computer is smart enough to handle finite math. It is one of the most practical of math courses.
Finite and discrete math are both terms used to describe studying elements of mathematics which contain unvarying entities. Integers are finite, they’re not suddenly going to become apples. Contrast this with calculus which is not often considered discrete math, where your analysis of multi-variate systems can have you conclude things from that your arrow hit the wall at such and such velocity or that the arrow will never hit the wall if infinite regression requires finite amounts of time, also called zeno’s paradox.
Finite maths describes a cluster of concepts that are independent of calculus and other ‘non-finite’ ideas, including probability, matrices and the graphing of relations or functions.The reason is simply because the conclusions derived from calculus are often non-intuitive or absurd to the common person. Take, for example:Zeno’s paradox, where a runner can never reach the finish line because he must halve his distance each time and hence will never encounter the end. In finite maths, only studies in discrete mathematics and finite groups are required.Gabriel’s Horn, a geometric figure with finite volume but infinite surface area, an object you can fill with water in minutes but never complete painting. In finite mathematics, only finite topology is encountered.The concepts of finite maths don’t really have a ‘goal’, but rather are oriented towards principles more applicable in social sciences and business. It would be unfair to judge which of finite maths and non-finite maths is more ‘realistic’ or ‘complex’, since both offer their own unique insights.Image sources: xkcd, reddit
Math problem - finite math - help!?
first this is called financial math not finite. Forget it is a car or used. The Principle is $6000 Rate 7.8% simple (I assume anual rate) Term 36 months or 3 years Where: P is the principal amount, $6000.00. r is the interest rate, 7.8% per year, or in decimal form, 7.8/100=0.078. t is the time involved, 3....year(s) time periods. So, t is 3....year time periods. To find the simple interest, we multiply 6000 × 0.078 × 3 to get that: The interest is: $1404.00 Monthly payment = (P+I)/36 = ($6000+$1404)/36 = ($7404/36) = $205.67 IF THERE WAS TRUE SIMPLE INTEREST (one period of 3 years) 6000 x 1.078 = $6468 which means total interest is $468 and monthly payment would be 6468/36 = $168.66 (you do not get simple simple one period loans in the real world, they all are compounded). IF IT WHERE compounded in that interest accrued montly and payments went into principle and interest, the future value would be $7,576.12. So interest is $1,576.12. This is called compound interest.
Should I take finite math or statistics?
Both of these are useful topics that deserve personal attention, however you may or may not be the type to avoid as much math as possible. Statistics can be very boring, but finite math can be a little more interesting. Topics in finite math can result in some interesting problems in logic that even appear on national math competition exams, such as the Putnam. If I had to choose between the two, I would go with finite math, only because it's more centered on theoretical approaches as opposed to an introductory statistics course. But I would choose the course required for your field of interest. Do you need statistics? If so, that would be the best one to pick.
Does taking finite math look bad to colleges?
Finite Math is not going to make you look bad it is a required course for Business/Finance, and Economics majors at the college level and is often on par with pre-calc in terms of an acceptable course for degree requirements, you have a choice of the two as you do now. I have also heard that pre-calc covers so much that it may be easier than calculus I. Finite Math often covers Gauss-Jordan row reduction, linear programming, Venn diagrams, and Probability distributions. I wouldn't worry about it looking bad on your transcript. If you believe that you can ace it go for it.
The sole purpose of precalculus is to prepare you for the calculus sequence. If you are going to be taking calculus, then you should take precalculus to build your foundation. Be aware, however, that people who go into the calculus sequence with the mentality of looking for easy classes typically are not cut out for their chosen major/career path. You will be working very hard and you will have to find a passion for doing so, or you won’t get far. If you are not intending to take the calculus sequence, then precalculus is a waste of your time and won’t give you anything of value for whatever non-STEM path you pursue. As such, you will get more real-world value out of finite mathematics and the course will also be easier than precalculus.
Finite Math Probability?
Draw a Venn diagram. Then you can see the answer. What is the probability that she goes to the beach but not to the mountains? 0.4 - 0.25 = 0.15 What is the probability that she doesn't go to either place? 1 - (0.15+0.15+0.25) = 0.45
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