Abjad

Arabic uses a writing system that we haven't seen yet: an abjad, which is basically an alphabet that doesn't have any vowels-the reader must supply them. ❋ Unknown (2010)

The abjad numerical value of this Arabic letter is five, which corresponds to the potential number of intercalary days. ❋ 1817-1892 Bah��'u'll��h (1854)

According to the abjad system of reckoning, the numerical value of Tá is nine, which equals the numerical value of the name Bahá. ❋ 1817-1892 Bah��'u'll��h (1854)

"Tá", which is its equivalent in the abjad notation (see Glossary). ❋ 1817-1892 Bah��'u'll��h (1854)

According to the abjad reckoning, the numerical value of each of these letters is 6, 1 and 6 respectively. ❋ 1817-1892 Bah��'u'll��h (1854)

There are actually excellent calligraphic examples of another middle-eastern abjad. ❋ Unknown (2010)

This contrasts with an alphabet proper (in which vowels have a status equal to that of consonants) and with an abjad ❋ Unknown (2010)

What we call ktav ivri is a cuneiform script, is an abjad offshoot of the ancient Semitic alphabet, barely discernible from the Phoenician alphabet from which it was derived. ❋ Unknown (2010)

The term "alphabet" is something of a misnomer here, though, as Hebrew script is not in fact an alphabet, but an abjad; that is, a script with only consonants. ❋ JMR10 (2010)

However, the Hebrew script is not a pure abjad, either, and the characters alef, he, vav, and yod are sometimes (in the case of vav and yod, frequently) used to represent vowels. ❋ JMR10 (2010)

L-aqwa li naf li dak li hu iswed nghidlu iswed u dak li hu abjad nghid li hu abjad, indipendentment int kemm tghajjarna xjuh u ta '70 sena! ❋ Unknown (2009)

TYPE = a Daftar berurutan dengan abjad kecil (a, b, c, ...) ❋ Unknown (2009)

TYPE = A Daftar berurutan dengan abjad besar (A, B, C, ...) ❋ Unknown (2009)

Pemasyhuran Kemerdekaan 1957 bagi negara Malaysia misalnya tertulis dalam abjad Jawi. ❋ Unknown (2008)