To find the relationship between p and q, we can substitute the given values of p and q into the equation pq and solve for each unknown.
Given: p = 4.5 when q = 12
Substituting these values into pq:
pq = (4.5)(12)
pq = 54
Therefore, when q = 12, p is equal to 54.
To find the relationship between p and q when q = 16, we can substitute these values into the equation pq and solve for p:
Substituting q = 16 into pq:
p(16) = 54
16p = 54
p = 54/16
p = 3.375
Therefore, when q = 16, p is equal to 3.375.
Next, let's find the relationship between q and p when p = 2.4. We can substitute these values into pq:
Substituting p = 2.4 into pq:
(2.4)q = 54
q = 54/2.4
q = 22.5
Therefore, when p = 2.4, q is equal to 22.5.
If pq and p= 4.5 when q=12 find the relationship between p and q p when q= 16 q when p= 2.4.
1 answer
1 answer