A student is trying to solve the set of two equations given below:
Equation A: x + z = 6
Equation B: 2x + 4z = 1
Which of the following is a possible step used in eliminating the z-term?
Multiply equation B by 4.
Multiply equation A by 2.
Multiply equation A by −4.
Multiply equation B by 2.
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OpenStudy (ccchristian1):
@KendrickLamar2014
OpenStudy (ccchristian1):
@BoraSemiz
OpenStudy (ccchristian1):
@omarbirjas
OpenStudy (ccchristian1):
@AriPotta
OpenStudy (ccchristian1):
@563blackghost
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OpenStudy (ccchristian1):
@BoraSemiz
OpenStudy (ccchristian1):
@welshfella
OpenStudy (ccchristian1):
@Famous5
OpenStudy (ccchristian1):
@Michele_Laino
OpenStudy (omarbirjas):
Do you know what eliminating is?
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OpenStudy (omarbirjas):
there is z and there is 4z
OpenStudy (omarbirjas):
it would be easier to get rid of 4z since math works like that.
OpenStudy (omarbirjas):
whats the opposite of 4z?
OpenStudy (ccchristian1):
-4?
OpenStudy (ccchristian1):
or 4?
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OpenStudy (omarbirjas):
the opposite, what would you need to add to 4z to make it 0
OpenStudy (omarbirjas):
lets try 4
OpenStudy (ccchristian1):
subtract 4
OpenStudy (omarbirjas):
noooo close tho
OpenStudy (omarbirjas):
you need to subtract 4z
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OpenStudy (ccchristian1):
so the anser is 4?
OpenStudy (omarbirjas):
dont forget the variable.
OpenStudy (ccchristian1):
okay
OpenStudy (omarbirjas):
you need to multiply the top equation by a certain number so you can get -4z to cancel out 4z which is obviously -4
OpenStudy (omarbirjas):
so its c
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