a chemical solution has a concentration given by $c(t)=\frac{300}{t + 2}$, where $c$ is the concentration…

a chemical solution has a concentration given by $c(t)=\frac{300}{t + 2}$, where $c$ is the concentration and $t$ is the time in hours. which equation shows the inverse function for time in terms of concentration?\n a. $t=\frac{300}{c - 2}$\n b. $t=\frac{300}{c}-2$\n c. $t=\frac{300 - 2c}{c}$\n d. $t=\frac{300}{c}+2$

a chemical solution has a concentration given by $c(t)=\frac{300}{t + 2}$, where $c$ is the concentration and $t$ is the time in hours. which equation shows the inverse function for time in terms of concentration?\n a. $t=\frac{300}{c - 2}$\n b. $t=\frac{300}{c}-2$\n c. $t=\frac{300 - 2c}{c}$\n d. $t=\frac{300}{c}+2$

Answer

Answer:

b. (t = \frac{300}{C}-2)