I sent a math equation to be solved because i am comfused on what to do with the whole numbers and I got one reply that is not correct. Here it is again.
Simplify. Assume no denominator is equal to zero.
-10m-1y0r
_______________its a fraction set up.
-14m-7y-3r-4
I bet you have a typo
-10 m -0
---------------
-14 m-7y -3r-4
10 m
---------------
14 m+7y+3r+4
What do 1y0r and 7y-3r-4 mean?
Perhaps you need to type your questions more carefully
I thought you were dividing times expressed in months and years.
My mistake
To simplify the given fraction -10m-1y0r / -14m-7y-3r-4, we need to simplify both the numerator and the denominator separately and then divide them. Let's break it down step by step:
Numerator (-10m-1y0r):
The exponent -1 indicates the reciprocal of the variable. So, m-1 is 1/m, and y0r is simply y. Hence, the numerator becomes -10 * (1/m) * y.
Denominator (-14m-7y-3r-4):
Similarly, using the exponent laws, we can rewrite the denominator as -14 * (1/m^7) * (1/y^3) * (1/r^4).
Now, let's simplify both the numerator and the denominator:
Numerator:
-10 * (1/m) * y = -10y/m
Denominator:
-14 * (1/m^7) * (1/y^3) * (1/r^4) = -14/(m^7 * y^3 * r^4)
Finally, we divide the simplified numerator by the simplified denominator:
(-10y/m) / (-14/(m^7 * y^3 * r^4))
To divide fractions, we multiply the first fraction by the reciprocal of the second fraction:
(-10y/m) * ((m^7 * y^3 * r^4)/-14)
Simplifying further, we get:
-10y * (m^7 * y^3 * r^4) / (m * -14)
Combining like terms, we get:
-10y * (m^6 * y^3 * r^4) / (-14m)
This is the simplified form of the given fraction.