Writing W/Y, as a decimal requires information about W and Y.
It is simply: 50/y meaning 50 over y
w=x-y w+y=x
1
The expression x = log3(100) is equivalent to 3x = 100. One way to calculate logs with a base of (b) is: logb(y) = log(y) / log(b). So in this case, you would have log(100) / log(3) = 4.192 [rounded to 3 decimal places]
48
(w/x) / (y/z)
1.0
It is 1.
Anything over itself is 1.
w + 5y
-9.60
4
To determine if W over Y is simplified, we need to check if W and Y share any common factors that can be canceled out. If they have no common factors other than 1, then W over Y is in its simplest form. Otherwise, it can be further simplified by dividing both W and Y by their greatest common divisor (GCD). Without specific values for W and Y, we cannot definitively say whether it is simplified.
.25 and y
y/5
X divided by Y
W goes into Y: y ÷ W = Y/W times.