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If r = 5 z then 15 z = 3 y, then r = (A) y (B) 2 y (C) 5 y (D) 10 y
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r = 5z ?r = 15z ?r = 15z = 3y
please explain.
@frx can you please solve this?
One min..
It's A. let me explain
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You got \[r=5z; 15 z=3y\]
So what you wanna find is what r is in terms of y
r=5z and 15z=3y so the conclution from that is that 5z is 1/3 of 15z, right?
That means that r=5z=y
so final answer is "A"?
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Another formulation: you know that 15z=3y and you want to find 5z
Exactly
Do you get it? :)
You can also set it as an equationsystem
yeap got it. thank you.
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np
\[r=5z \] \[z=\frac{r}{ 5 }\] \[15z=3y\] \[15\frac{ r }{5 }=3y\] \[3r=3y\] \[r=y\]
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