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Pepsi [2]
3 years ago
10

Which solution method, graphing, substitution, or elimination is the most appropriate for solving each system of equations? Expl

ain.
1. 3x + 8y = -4
2x - 4y = 16

2. x + y = 19
3x - 2y = -3
Mathematics
1 answer:
marshall27 [118]3 years ago
4 0
Ok from my math knowledge here is what I believe is the answer for each of these:

1) elimination: because you can just multiply the bottom equation (both sides of it!) by 2, and so eliminate the y variable. and from there it's easy to solve for x, and then you can use the answer for x to find y by substitution into one of the equations.

2) substitution: because you can see that it's easy to solve for either x OR y. and once you have the equation for either x= something or y= something you can just substitute that into one of the equations.
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A track star in Arizona ran the 100 meter dash event is six track meets. Her average time for all six meets was 11.8 seconds. Sh
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Step-by-step explanation:

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average time for all six meets = 11.8 seconds.

Time for 1st meet = 11.7 seconds.

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Let the running time for her last meet be 'x'.

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Now Multiplying both side by 6 we get;

\frac{59.3+x}{6}\times 6= 11.8\times6\\\\59.3+x=70.8

Now Subtracting both side by 59.3 we get;

59.3+x-59.3=70.8-59.3\\\\x=11.5 \ s

Hence A track star in Arizona running time in the last meet was 11.5 seconds.

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