4i(1-3i)(3+6i)=

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Solution for 4i(1-3i)(3+6i)= equation:


				

			
	
			

			
			

							

									
									
									
									
									
									

														
			

			
				

						
				
				
					
			
						
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				| 5(2x-1-3)-3(3x-1-7)=5 |
| 3.4x+6.45=5.1-4.3x |
| 56x+2=578 |
| 0,6,24,60,120=990 |
| 0,6,24,60,120= |
| .5x+(4/3x)=x+10 |
| .5x+4/3x=x+10 |
| .2x-.5=.01x+7 |
| 80c-6c-6c-6c= |
| 45744+57994-346854= |
| 13+4=h |
| 13x^2-4+8x-2x^2-7 |
| 13x^-4+8x-2x^2-7 |
| 5x+12-5{5x-[7(x-2)-5]}=2(x-11) |
| x-4/10=1/5+x-7/3 |
| x+3/10=3/5+x-1/3 |
| 4x/9=5x/6-7 |
| x=-210/149 |
| 5/6m-5/11=7/8m+2/3 |
| 1260000*101= |
| x^2-x*,25+30=45 |
| x-x*,25+30=45 |
| 132-(132-x)*0,28-70-x=0 |
| 100-(100-x)*0,28-70=0 |
| 5x-56+34x= |
| 3**3=x |
| 80/16*5+3**3=x |
| 5*3-4/2*3+10=x |
| 5*3-4/2+10=x |
| 5*3-4/2+10= |
| x+5/4=2/3 |
| 1/x=0,125 |
			
			

			
			
		

	
            

		
				
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