This problem seems like a lot when you read through it, but when you start to analyze the problem, the whole first line is extra information that we don't actually need. The part we really need to pay attention to is:
"p = qr - f, write the equation with q solved in terms of p, r, and f."
So, all we are doing here is some manipulating of the equation to get what we want. So, if p = qr - f, we can isolate the variable (q), to get p + f = qr. Now all we have to do is divide both sides by r to isolate the variable (q) even further, and we get or [tex]$r=\frac{p+f}{r}$[tex]
Answer:
Associative property of multiplication
Step-by-step explanation:
The associative property of multiplication.
The associative property says that the way in which factors are grouped in a multiplication problem does not change the product.
Lets solve the given expression.
(2x)(3y)(4z)=24xyz
According to associative property of multiplication you can write it as 2x(3y*4z)=(2x*3y)4z
Both the sides will give the same answer regardless of their order.
2x(12yz) =(6xy)4z
24xyz = 24xyz
Thus the answer is associative property of multiplication....
Answer:
13
Step-by-step explanation: