Editing Content :: Admin Scraper

Chapter

Content type

Position

Value

30 Computer Science – C lass xi browsers, text editors, etc.). Commonly used UNICODE encodingsareUTF-8,UTF-16andUTF-32.Itisasuperset of ASCII, and the values 0–128 have the same character as in ASCII. Unicode characters for Devanagari script is shown in Table 2.3. Each cell of the table contains a character along with its equivalent hexadecimal value. Table 2.3 Unicode table for the Devanagari script ः ऄ अ आ इ ई उ ऊ ऋ ऌ ऍ ऎ ए 0900 0901 0902 0903 0904 0905 0906 0907 0908 0909 090A 090B 090C 090D 090E 090F ऐ ऑ ऒ ओ औ क ख ग घ ङ च छ ज झ ञ ट 0910 0911 0912 0913 0914 0915 0916 0917 0918 0919 091A 091B 091C 091D 091E 091F ठ ड ढ ण त थ द ध न ऩ प फ ब भ म य 0920 0921 0922 0923 0924 0925 0926 0927 0928 0929 092A 092B 092C 092D 092E 092F र ऱ ल ळ ऴ व श ष स ह ऻ ऽ ा ि 0930 0931 0932 0933 0934 0935 0936 0937 0938 0939 093A 093B 093C 093D 093E 093F ॎ ॏ ी ॉ ॊ ो ौ 0940 0941 0942 0943 0944 0945 0946 0947 0948 0949 094A 094B 094C 094D 094E 094F ॐ क़ ख़ ग़ ज़ ड़ ढ़ फ़ य़ 0950 0951 0952 0953 0954 0955 0956 0957 0958 0959 095A 095B 095C 095D 095E 095F ॠ ॡ । ॥ ० १ २ ३ ४ ५ ६ ७ ८ ९ 0960 0961 0962 0963 0964 0965 0966 0967 0968 0969 096A 096B 096C 096D 096E 096F ॰ ॱ ॲ ॳ ॴ ॵ ॶ ॷ ॸ ॹ ॺ ॻ ॼ ॽ ॾ ॿ 0970 0971 0972 0973 0974 0975 0976 0977 0978 0979 097A 097B 097C 097D 097E 097F 2.2 N umber S ystem Till now, we have learnt that each key (representing character, special symbol, function keys, etc.) of the keyboard is internally mapped to an ASCII code following an encoding scheme. This encoded value is further converted to its equivalent binary representation so that the computer can understand it. In Figure 2.1, the code for character “A” belongs to the decimal number system and its equivalent binary value belongs to the binary number system. A number system is a method to represent (write) numbers. Every number system has a set of unique characters or literals. The count of these literals is called the radix or base of the number system. The four different number systems used in the context of computer are shown in Figure 2.2. These number systems are explained in subsequent sections. Reprint 2026-27