ALP for SUM of 1 to COUNT 
Assumption SUM is a address where curent sum id stored, ONE is address where valued 1 is stored and COUNT is address where count variable is stored. 
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Address  Instruction

00		START 
01		LOAD COUNT			
04		STORE SUM	/*	S=C;*/
	
07 	Loop:	SUB  ONE	/*	C=C-1;*/
0A		JNZ  NEXT; 			/* if T!=0 jump */
0D		LOAD SUM
10		PRINT 			/* display S;*/
11		HLT		

12	Next:	LOAD SUM
15		ADD  COUNT			/* S=S+COUNT;*/
18		STORE SUM

2B		JMP  Loop;
		
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Putting Label properly (Address)
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Address

00              START
01              LOAD COUNT
04              STORE SUM       

07      Loop: 	SUB  ONE        
0A              JNZ  12;            /* Address of NEXT Label =12   */
0D              LOAD SUM
10              PRINT               
11              HLT

12      Next:   LOAD SUM
15              ADD  COUNT            
18              STORE SUM

2B              JMP  07;	  /*Address of Loop Label =07*/

=========================================================================
Putting Address of variable Properly
Assumption   variable COUNT stored at 2C, SUM stored at 2D, Value  1 stored at 2E 
Assume value of COUNT=4
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Address

00              START
01              LOAD 2C
04              STORE 2D

07      Loop:   SUB  2E        
0A              JNZ  12;            /* Address of NEXT Label =12   */
0D              LOAD 2D
10              PRINT
11              HLT

12      Next:   LOAD 2D
15              ADD  2C
18              STORE 2D

2B              JMP  07;          /*Address of Loop Label =07*/

2C		4		/*Count value stored*/
2D		0
2E		1		/*value 1 stored*/

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Convert All Nemonics to OPCODE
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Address

00              1
01              8 2C
04              9 2D

07      Loop:   4  2E 
0A              7  12;            /* Address of NEXT Label =12   */
0D              8 2D
10              D
11              2

12      Next:   8 2D
15              3  2C
18              9 2D

2B              6 07;          /*Address of Loop Label =07*/
2C		4
2D              0
2E              1

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Final Program Hex code without Address
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              1
              8  2C
              9  2D

	      4  2E  
              7  12;           
              8  2D
              D
              2
      	      8  2D
	      3  2C
	      9  2D

              6  07;        
              4
              0
              1