Find the quotient of the quantity negative 15 times x to the 2nd power times y to the 6th power plus 50 times x to the 4th power times y to the 3rd power minus 20 times x to the 2nd power times y all
−3y5 + 10x2y2 − 4
−15x2y6 + 50x4y3 − 4
3y5 + 10x2y2 − 4
−3xy5 + 10x2y2 − 4
pls help me
Would it not be much easier to type :
15x^2 y^6 + 50x^4 y^3 - 20x^2 y ?
You appear to have forgotten the divisor
To find the quotient of the given expression, we need to simplify it by combining like terms.
The given expression is:
-15x^2y^6 + 50x^4y^3 - 20x^2y
To simplify this expression, we can combine the terms with the same variables raised to the same powers.
For example, for the variables x^2y^6 and -20x^2y, we can combine them by adding their coefficients (-15 - 20 = -35) and keeping the variables unchanged.
Similarly, for the variables x^4y^3 and -20x^2y, we can combine them by adding their coefficients (50 - 0 = 50) and keeping the variables unchanged.
After combining like terms, we get:
-35x^2y^6 + 50x^4y^3 - 20x^2y
So, the simplified expression is:
-35x^2y^6 + 50x^4y^3 - 20x^2y
Therefore, the correct option is:
-35x^2y^6 + 50x^4y^3 - 20x^2y