EXASUB

Tag: Math

  • Introduction to Numerical Integration using C

    Numerical integration plays a crucial role in many applications related to embedded systems, such as control systems, signal processing, and digital filters. However, implementing numerical integration algorithms on embedded systems presents unique challenges due to limited computing resources such as memory, processing power, and clock speed. To address these challenges, developers must carefully choose numerical…

  • German Language vlog 11 – Ordinal Numbers

    Ordinal Numbers are called ‘Ordnungszahlen’ in German. Ordinal Numbers are first, second, third, and so on in English. In german, there are few rules to make them. But they are easy to understand and once you get to practice you can easily understand them. Note: The spelling of ‘1’ and ‘3’ are different as they…

  • German Language vlog 10 – Fraction Numbers

    In this video, you will learn about German Fraction Numbers or Deutsch Bruchzahlen. For example, 1/2 = ein halb1 1/3 = eins ein Drittel (one and one third)2 4/5 = zwei vier Fünftel (two and four fifth)5/6 = fünf sechstel (five sixth) Frage: Was ist acht zehntel in Dezimalzahl?Antwort:acht zehntel ist 8/108/10 = 0.8 0,8…

  • German Language vlog 9 – Decimal Numbers

    Deutsch Dezimal ZahlenGerman Decimal Numbers Beispiel Frage: Was ist eins punkt sieben plus drei?Antwort:eins punkt sieben = 1.7odereins komma siben = 1,7 drei = 3 1.7 + 3 = 4.7eins punkt sieben gleich vier punkt sieben Frage: Was ist dreiundvierzig punkt acht minus zwei?Antwort:dreiundvierzig ist 43zwei ist 2 43 – 2 = 4141 ist einsundvierzig

  • German Language vlog 8 – Basic Numbers

    These are the basic numbers that are used in the german language. In this video, I have shown the whole numbers which are positive and integers. The way german write their number is totally different from the english world. For example / Beispiel In English – 21: twenty-one.11: eleven12: twelve13: thirteen in German – 21…

  • Decimal Number System

  • How to Perform Discrete Fourier Transform on N-Point Sequence using STM32L476G

    x(n) = { 0, 1, 0, 1} Here x(n) is a 4 point sequence Now to perform Fourier transform on this sequence. Here X(k) is the DFT of x(n) ‘k’ is the index representing individual frequency component ‘N’ is the Length of the sample sequence ‘n’ is an index of the element of the sequence…