Number | MCQs

Explanation

Twenty viceroys ruled India.

Here is the list of Viceroys who ruled India, along with their duration period:

1. Lord Canning (1858–1862)
2. Lord Elgin (1862–1863)
3. Sir John Lawrence (1864–1869)
4. Lord Mayo (1869–1872)
5. Lord Northbrook (1872–1876)
6. Lord Lytton (1876–1880)
7. Lord Ripon (1880–1884)
8. Lord Dufferin (1884–1888)
9. Lord Lansdowne (1888–1894)
10. Lord Elgin II (1894–1899)
11. Lord Curzon (1899–1905)
12. Lord Minto (1905–1910)
13. Lord Hardinge (1910–1916)
14. Lord Chelmsford (1916–1921)
15. Lord Reading (1921–1926)
16. Lord Irwin (1926–1931)
17. Lord Willingdon (1931–1936)
18. Lord Linlithgow (1936–1943)
19. Lord Wavell (1943–1947)
20. Lord Mountbatten (1947)

Explanation

A numeric keypad, number pad, numpad, or ten key, is the palm-sized, usually-17-key section of a standard computer keyboard, usually on the far right. It provides calculator-style efficiency for entering numbers

Explanation

 Computers store data and instructions using binary digits, also known as bits.

Binary digits are represented as 0s and 1s

They are the fundamental building blocks of all data and instructions in digital computing.

Explanation

Octal numbers are base 8, meaning they use 8 distinct symbols: 0, 1, 2, 3, 4, 5, 6, and 7.

Explanation

• This is because 101.10111 is a decimal number in scientific notation, whereas the other options (101, 1011, and 0) are all binary numbers.
• In binary, the only digits used are 0 and 1, and there is no decimal point or scientific notation.

Explanation

قرآن مجید کی 17 ویں سورت جو 15 ویں پارے کے آغاز کے ساتھ شروع ہوتی ہے۔ یہ سورت دو ناموں سے مشہور ہے ایک سورۂ بنی اسرائیل اور دوسرا سورۂ الاسراء۔

سورہ بنی اسرائیل میں 111 آیات ہیں۔ 

Explanation

Explanation

Explanation

Multilevel lists combine numbers, letters, and symbols to create a hierarchical structure.

They are often used for outlines, legal documents, and technical writing.

Explanation

To convert the hexadecimal number 1D7F₁₆ to a decimal number, we can break it down as follows:

• 1 in hexadecimal = 1 × (16^3) = 1 × 4096 = 4096
• D in hexadecimal = 13 × (16^2) = 13 × 256 = 3328
• 7 in hexadecimal = 7 × (16^1) = 7 × 16 = 112
• F in hexadecimal = 15 × (16^0) = 15 × 1 = 15

Now, sum these values:

4096 + 3328 + 112 + 15 = 7551

So, the decimal equivalent of 1D7F₁₆ is 7551.