#11 in Discrete mathematics books
Use arrows to jump to the previous/next product
Reddit mentions of Discrete Mathematics, Student Solutions Manual: Mathematical Reasoning and Proof with Puzzles, Patterns, and Games
Sentiment score: 1
Reddit mentions: 1
We found 1 Reddit mentions of Discrete Mathematics, Student Solutions Manual: Mathematical Reasoning and Proof with Puzzles, Patterns, and Games. Here are the top ones.
Buying options
View on Amazon.comor
- No barware collection can be without a muddle, crush up fruit, herbs and spices like a pro with this essential tool
- Make your favourite cocktails: Whether you are bruising mint for a Mojitoorcrushing lime for a Caipirinha - this tool is the key
- Non-slip handle: Crush, muddle and mash in total comfort and control with It's rounded, soft touch handle
- Professional quality: A silicone head stops it scratching shakers and glasses, while It's rust-resistant stainless steel body is robust
- Dishwasher safe, Twelve month manufacturers guarantee
Features:
Specs:
Height | 9.700768 Inches |
Length | 7.700772 Inches |
Number of items | 1 |
Weight | 0.59083886216 Pounds |
Width | 0.499999 Inches |
First of all, I am glad to hear that your attitude towards math has changed so drastically! Welcome to the dark side. As for where to start relearning math, that probably depends on where you're starting from. Have you taken any classes on discrete math or linear algebra for your IT major? How about calculus?
If you want to work in mathematics, then you probably want a light introduction to proofs. Most undergraduates in math and computer science at my university use
Discrete Mathematics: Mathematical Reasoning and Proof with Puzzles, Patterns, and Games. I personally recommend How to Prove It by Velleman, which promotes a structured approach to proving that jives well with the step-wise refinement approach used by people in comp prog and comp sci.
If you have had some calculus, another good place to start is Calculus by Spivak. It will start you over from the basics, but with the rigor one should expect from a mathematics course.
Of course, I'm just making guesses about your background and your interests. What do you think you'd want to do with math or physics, or both? Perhaps you might enjoy scientific computing? If physics (or maybe even engineering) is your thing, then skip the first two books I recommended and try out Spivak. From there go on to books on linear algebra and differential equations -- the necessary math background -- while also checking out some physics books (I have a few to recommend, but that's off-topic. Let me know if that's something in which you're interested).