FAN AND MEDAL: Part A: Solve A = 9 over 2(x + 23) for x. Part B: Determine the value of x when A = 108. Part C: Solve –np – 90 > 30 for n. Show your work.
@Jaydenthequiet @sammixboo @razor99 @undeadknight26
@adrynicoleb @Mashy @hba
\[A = \frac{9}{2(x+3)}\] ?
For what? @dumbcow
is that the correct equation or is it \[A = \frac{9}{2}(x+3)\]
As an answer? Becuase if so, idk the answer...thats why I asked?
Thanks @Jaydenthequiet
np
Can you help me with another one? @Jaydenthequiet
sure
I tagged you in it...But I will do it again
alright
In a certain town, the barometric inches of air pressure, x, on a certain day is described by two statements: If 3 times the air pressure is increased by 2, the pressure is still less than 92 inches. Twice the air pressure minus 39 is greater than 11 inches. Part A: Create a compound inequality to represent the air pressure range. (3 points) Part B: Can the air pressure in this town be 24 inches? Justify your answer by solving the inequalities in Part A. (3 points) Part C: The average air pressure in another town is 29 inches, but the actual pressure is within 4 inches of the average. Write and solve an inequality to find the range of air pressure in this town. (4 points)
I just need part C... @Jaydenthequiet
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