x • b • y • a
= (xy)(ab)
= (1/37)(37)
= 1
If ab = 37 and xy = 1/37, what is the value of the product x • b • y • a?
Use the commutative and associative properties of multiplication to evaluate.
3 answers
I wasn't sure about this problem either. I was confused on how to show the properties. Thanks for the help. You may also add on more properties to solve the problem
it aint that simple. the equation is xbya so xy= 1/37 and ab= 37.
So you do a*b=37
x*y=1/37
9=a b=3.33333333
5.888888=x y=3
So the answer would be 87730.9796749
So you do a*b=37
x*y=1/37
9=a b=3.33333333
5.888888=x y=3
So the answer would be 87730.9796749
1 answer