Cody

Li Ding

519
Rank
9
Badges
1970
Score
1 – 50 of 207

Li Ding submitted Solution 3295778 to Problem 8. Add two numbers

on 20 Oct 2020 at 16:18

Li Ding liked Problem 2797. modular arithmetic

on 12 Oct 2020 at 23:07

Li Ding liked Problem 2157. Multiplication

on 12 Oct 2020 at 22:17

Li Ding submitted Solution 3182416 to Problem 2157. Multiplication

on 12 Oct 2020 at 22:17

Li Ding submitted a Comment to Problem 44960. Rescale Scores

A little bit of math work will make your program much simpler. Grade 60-100 for GPA 0 - 4, this is a straight line! The equation for this straight line is GPA = 0.1*(grade-60). Don't forget to take care of negative GPAs.

on 12 Oct 2020 at 21:20

Li Ding received Community Group Solver badge for MATLAB Onramp Practice

on 12 Oct 2020 at 21:14

Li Ding submitted Solution 3182001 to Problem 44960. Rescale Scores

on 12 Oct 2020 at 21:14

Li Ding submitted Solution 3181851 to Problem 44950. Calculate Inner Product

on 12 Oct 2020 at 21:07

Li Ding submitted Solution 3181751 to Problem 44949. Find the Best Hotels

on 12 Oct 2020 at 20:59

Li Ding submitted Solution 3181731 to Problem 44958. Crop an Image

on 12 Oct 2020 at 20:58

Li Ding submitted Solution 3181691 to Problem 44945. Calculate BMI

on 12 Oct 2020 at 20:55

Li Ding submitted Solution 3181666 to Problem 44934. Plot Damped Sinusoid

on 12 Oct 2020 at 20:53

Li Ding received Introduction to MATLAB Master badge

on 12 Oct 2020 at 14:46

Li Ding submitted Solution 3177156 to Problem 262. Swap the input arguments

on 12 Oct 2020 at 14:43

Li Ding submitted Solution 3177096 to Problem 2015. Length of the hypotenuse

on 12 Oct 2020 at 14:41

Li Ding submitted Solution 3177081 to Problem 1545. Return area of square

on 12 Oct 2020 at 14:41

Li Ding received Community Group Solver badge for Basics - Fibonacci

on 10 Oct 2020 at 23:39

Li Ding submitted a Comment to Problem 2423. Integer Sequence - II : New Fibonacci

The integer sequence is not shown (at least for me), but you can get the idea from the test cases. Here is the sequence, if you are looking for it: 1, 1, 1, 2, 5, 21, 233, 10946, 5702887... These numbers are from the original Fibonacci sequence. To crack it, you'll need to find the relationship between these numbers and their indices.

on 10 Oct 2020 at 23:18

Li Ding received Community Group Solver badge for All Things Fibonacci

on 10 Oct 2020 at 19:43

Li Ding submitted Solution 3153971 to Problem 752. Is X a Fibonacci Matrix?

on 10 Oct 2020 at 18:48

Li Ding submitted Solution 3153426 to Problem 42340. Fibonacci Decomposition

on 10 Oct 2020 at 17:48

Li Ding submitted Solution 3153091 to Problem 2024. Triangle sequence

on 10 Oct 2020 at 17:09

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