Question 1191541
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I'm assuming you want to convert from the hexadecimal value of 9F2C to binary.


Recall that the base 16 hexadecimal system has these digits
0,1,2,3,4,5,6,7,8,9
A,B,C,D,E,F


Where,
A base 16 = 10 base 10 
B base 16 = 11 base 10 
C base 16 = 12 base 10 
D base 16 = 13 base 10 
E base 16 = 14 base 10 
F base 16 = 15 base 10


As mentioned,  
C base 16 = 12 base 10
Then rewrite 12 as a sum of powers of 2. 
12 = 8+4
12 = 2^3 + 2^2
12 = <font color=red>1</font>*2^3 + <font color=red>1</font>*2^2 + <font color=red>0</font>*2^1 + <font color=red>0</font>*2^0
The string of coefficients <font color=red>1, 1, 0, 0</font> in that order leads to the binary representation of 12 base 10 = <font color=red>1100</font> base 2.


By extension,
C base 16 = 12 base 10 = 1100 base 2


Through similar logic,
2 base 16 = 0010 base 2


Combining those allows us to say:
<font color=red>2</font><font color=blue>C</font> base 16 = <font color=red>0010</font>  <font color=blue>1100</font> base 2
Take note of the color coding to see how the split happens.


Also,
<font color=red>9</font><font color=blue>F</font> base 16 = <font color=red>1001</font>  <font color=blue>1111</font> base 2


Therefore,
<font color=red>9F</font><font color=blue>2C</font> base 16 = <font color=red>1001 1111</font>  <font color=blue>0010 1100</font> base 2
I recommend you keep the spacing of 4 digits per group to make the binary number more readable.


A handy calculator to check your work
<a href = "https://www.binaryhexconverter.com/hex-to-binary-converter">https://www.binaryhexconverter.com/hex-to-binary-converter</a>
Click on the "padding" to have the digits space themselves out into groups of 4.
You can also click on "swap" to convert the other way around (as another way to verify the answer).
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