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16 solve by the elimination method.?
0.3x-0.2y=4
0.4x+0.3y=49/23
what is the solution of the system?
17 solve by the elimination method.
8x-9y=8.5
7y-2x=-4.5
what is the solution of the system?
18. solve using the elimination method.
0.05x+0.25y=66
0.15+0.05y=72
what is the solution of the system?
2 Antworten
- netflix userLv 6vor 1 JahrzehntBeste Antwort
multiply 1st equation by 30 and 2nd equation by 20
9x - 6y = 120
8x + 6y = 980/23
add both equations
17x = (2760 + 980)/23
x = 3740/(17*23) = 220/23
9*220/23 - 6y = 120
(1980 - 2760)/23 = 6y
y = -130/23
multiply 2nd equation by 4
28y - 8x = -18
add above to 1st equation
19y = -9.5
y = -9.5/19 = -1/2
28(-1/2) - 8x = -18
-14 - 8x = -18
-8x = -4
x = 1/2
multiply 1st equation by -3
-0.15x - 0.75y = -198
add above to 2nd equation
-0.7y = -126
y = 180
0.05x + 0.25*180 = 66
0.05x + 45 = 66
0.05x = 21
x = 21/0.05 = 420
- ?Lv 4vor 4 Jahren
3x + 2y = sixteen 5x + 5y = 12 on account that there's no longer something to be cancelled, a undeniable value could desire to be dispensed. right here, i'm going to apply 5 and -2. 5(3x + 2y = sixteen) -2(5x + 5y = 12) 15x + 10y = 80 -10x - 10y = -24 Cancel 10y and -10y. 15x = 80 -10x = -24 upload. 5x = fifty six (Divide the two components by way of 5) x = fifty six/5 or 11.2 Getting y: 3(fifty six/5) + 2y = sixteen 168/5 + 2y = sixteen 5(168/5 + 2y = sixteen) 168 + 10y = 80 10y = 80 - 168 10y = -88 (Divide the two components by way of 10) y = -88/10 or -40 4/5 or -8.8 Checking: 3(fifty six/5) + 2(-40 4/5) = sixteen 168/5 - 88/5 = sixteen 80/5 = sixteen sixteen = sixteen subsequently, x = fifty six/5, y = -40 4/5 answer Set: (fifty six/5 or 11.2, -40 4/5 or -8.8) desire this facilitates.