Respuesta :
Lets name the quantity Q
[tex]Q=k* \frac{b*c}{d} When quantity d is tripled, we get [/tex]
[tex]Q=k \frac{b*c}{3d} To be the relationship the same, we see that we need to[/tex] [tex] multiply /numerator / by /3 [/tex][tex]Q = k \frac{3bc}{3d} So the answer should be "The product of c and b must be tripled."[/tex]
[tex]Q=k* \frac{b*c}{d} When quantity d is tripled, we get [/tex]
[tex]Q=k \frac{b*c}{3d} To be the relationship the same, we see that we need to[/tex] [tex] multiply /numerator / by /3 [/tex][tex]Q = k \frac{3bc}{3d} So the answer should be "The product of c and b must be tripled."[/tex]
Answer:
The product of c and b could be tripled.
Step-by-step explanation:
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