UPSC Exam > UPSC Questions > Convert 273 from decimal to hexadecimal.a)107...
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Convert 273 from decimal to hexadecimal.
- a)107
- b)10F
- c)111
- d)117
Correct answer is option 'C'. Can you explain this answer?
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Convert 273 from decimal to hexadecimal.a)107b)10Fc)111d)117Correct an...
27310 = 1×28 + 0×27 + 0×26 + 0×25 + 1×24 + 0×23 + 0×22 + 0×21 + 1×20 = 1000100012 = 0001 0001 00012 = 111H
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Convert 273 from decimal to hexadecimal.a)107b)10Fc)111d)117Correct an...
Converting 273 from decimal to hexadecimal:
Step 1: Divide the decimal number by 16
To convert 273 from decimal to hexadecimal, we first divide 273 by 16. The quotient is 17 and the remainder is 1.
Step 2: Convert the remainder to hexadecimal
The remainder 1 is equivalent to 1 in hexadecimal.
Step 3: Continue dividing until the quotient is 0
We continue dividing the quotient by 16. The new quotient is 17, which gives us a remainder of 1 again.
Step 4: Write the remainders in reverse order
The remainders we obtained in step 1 and step 3 are 1 and 1. Writing them in reverse order gives us 111.
Therefore, 273 in decimal is equal to 111 in hexadecimal. So, the correct answer is option C) 111.
Step 1: Divide the decimal number by 16
To convert 273 from decimal to hexadecimal, we first divide 273 by 16. The quotient is 17 and the remainder is 1.
Step 2: Convert the remainder to hexadecimal
The remainder 1 is equivalent to 1 in hexadecimal.
Step 3: Continue dividing until the quotient is 0
We continue dividing the quotient by 16. The new quotient is 17, which gives us a remainder of 1 again.
Step 4: Write the remainders in reverse order
The remainders we obtained in step 1 and step 3 are 1 and 1. Writing them in reverse order gives us 111.
Therefore, 273 in decimal is equal to 111 in hexadecimal. So, the correct answer is option C) 111.
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Community Answer
Convert 273 from decimal to hexadecimal.a)107b)10Fc)111d)117Correct an...
Answer is C...Beacause 16l273l
16l17 l 1
l 1 l 1
16l17 l 1
l 1 l 1
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Convert 273 from decimal to hexadecimal.a)107b)10Fc)111d)117Correct answer is option 'C'. Can you explain this answer?
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