Introduction To Computational Thinking Programming
AY2021/2022 Semester 1
Computational thinking (CT) is the process of analysing a problem then designing and expressing its solution in such a way that a computer can effectively carry it out. It includes a number of characteristics, such as breaking a problem into small and repetitive ordered steps, logically ordering and analyzing data and creating solutions that can be effectively implemented as programs running on computer. The aim of this course is hence to take students with no prior experience of thinking in a computational manner to a point where you can derive simple algorithms and code the programs to solve some basic problems in your domain of studies. Student will also learn about basic program construct and simple data structures. In addition, the course will include topics to appreciate the internal operations of a processor.
| AUs | 3.0 AUs |
| Categories | Core |
| Not Available To Programme | BCE, BEEC, BIE, CBE, CBEC, CE, CEEC, EEE(2018-onwards)(Non Direct Entry), EEE(Direct Entry), EEEC(2018-onwards), EESS(2018-onwards), ENE(2018-onwards)(Non Direct Entry), ENE(2019-onwards)(Direct Entry), ENEC(2018-onwards), ENG(2018-onwards), ENG(CEE)(2018-onwards), ENG(EEE)(2018-onwards), ENG(ENE)(2018-onwards), ENG(ME)(2018-onwards), ESPP(2018-onwards), IEEC(2018-onwards), IEM(2018-onwards)(Non Direct Entry), IEM(2019-onwards)(Direct Entry), MAEO(2018-onwards), MAT(2018-onwards)(Non Direct Entry), MAT(2019-onwards)(Direct Entry), MATH(2018-onwards), ME(2018-onwards)(Non Direct Entry), ME(2019-onwards)(Direct Entry), ME(DES)(2018-onwards)(Non Direct Entry), ME(DES)(2019-onwards)(Direct Entry), ME(RMS)(2018-onwards)(Non Direct Entry), ME(RMS)(2019-onwards)(Direct Entry), MEEC(2018-onwards), MEEC(DES)(2018-onwards), MEEC(RMS)(2018-onwards), MS(2018-onwards), MS-2ndMaj/Spec(MSB)(2018-onwards), MTEC(2018-onwards), PHY(2018-onwards), REP(2018-onwards) |
| Not Available To All Programme With | (Admyr 2021-onwards), |
| Mutually Exclusive With | BG2211, BS1009, CE1003, CE1103, CH2107, CV1014, CZ1003, EE1005, MA1008, MS1008, PS0001, RE1016, SC1003 |
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