(-4-8i)(3+i)

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Solution for (-4-8i)(3+i) equation: 


				

			
	
			

			
			

							

									
									
									
									
									
									

														
			

			
				

						
				
				
					
			
						
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				| 10=-(v+8) |
| 5e+6+e-3= |
| -32=-2(5+a) |
| -8+8n=112 |
| (4y+5)(6+y)=0 |
| 5x+5=10x-19 |
| (6+4*5)/5+1/2x=x |
| -2(k-6)=14 |
| 5x+5=-10x-19 |
| 28=-2(-5+n) |
| (6+4*5)/5=x |
| 1-8x=-151 |
| -5x+5=-10x-19 |
| log(9)7+log(9)x=2 |
| 1-8x=151 |
| -5+(b/5)=-5 |
| 6d+5d-3d= |
| 48-2x=7x+20 |
| (x-2)*(x-3)=0 |
| x+4=-2x-2 |
| 83-5x=40x+23 |
| -4=x-5 |
| 3(4-y)=15 |
| r-7=-2 |
| -6=y/5+6 |
| y=1/2-4 |
| 8(-7)-2=-9+7(-7) |
| 2(4x-6)=3(3x-7) |
| 4(2-3x)=3(x-9) |
| 132x=4x^2 |
| 293.92=18.6c |
| 7.6(x-1)=-0.4x+48.4 |
			
			

			
			
		

	
            

		
				
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