Use the Subtraction Property of Equality to complete the following statement:
if 10x+6=21 then ___=15
a)10x – 6
b)10x
c)10x + 6
d)1.5
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OpenStudy (blurbendy):
What happens when you subtract 6 from both sides? What does the equation become?
OpenStudy (blurbendy):
I'm referring to the first equation, 10x + 6 = 21
OpenStudy (anonymous):
you get d
OpenStudy (anonymous):
mind helping me on another on??
OpenStudy (blurbendy):
10x + 6 = 21
-6 -6
10x = 15
I'm not sure if the question is asking you to solve for x though
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OpenStudy (anonymous):
Which property justifies the following statement? If x=4 and y=3x-11 then y=3x4-11 A)substitution property of equality. b)subtraction property of equality c)division property of equality D)addition property of equality
i thought it was a but im not sure
OpenStudy (anonymous):
and it was i got it right ! thanks !
OpenStudy (blurbendy):
Okay, cool
OpenStudy (blurbendy):
then y = 3(4) - 11 ? Is that what the last part says?
OpenStudy (anonymous):
yupp
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OpenStudy (blurbendy):
Okay, since we knew x = 4, all we did was "substitute" that in for x in the other equation.