Algebraic Function Variable Substitution - Multiple Fractional Squared Terms (Negatives) (Level 2)

This math topic is about algebraic function variable substitution with a focus on multiple fractional squared terms including negatives. It is part of advanced basic algebra concepts. The students practice solving equations where the values of variables are given. These equations contain multiple fractional terms, squared terms, and negative numbers. The students substitute given values into the equations and solve for the resulting value. Each equation is presented with multiple possible answers. There are seven practice problems in total.

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Multiple Fractional Squared Terms (Negatives)

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What is the value of this equation when y=-2, r=2, n=4, z=-4

\frac{{-4y^2}}{{4r^2}} - \frac{{4n^2}}{{4z^2}}

Algebraic Function Variable Substitution - Multiple Fractional Squared Terms (Negatives) Worksheet

Math worksheet on 'Algebraic Function Variable Substitution - Multiple Fractional Squared Terms (Negatives) (Level 2)'. Part of a broader unit on 'Algebra Basic Concepts - Advanced' Learn online: app.mobius.academy/math/units/algebra_basic_concepts_advanced/

What is the value of this equation when b=-5, p=5, x=3, y=-3

$A LaTex expression showing \frac{{6b to the power of 2 }}{{2p to the power of 2 }} + \frac{{4x to the power of 2 }}{{4y to the power of 2 }}$

What is the value of this equation when b=-5, p=5, n=4, x=2

$A LaTex expression showing \frac{{5b to the power of 2 }}{{5p to the power of 2 }} + \frac{{2n to the power of 2 }}{{4x to the power of 2 }}$

What is the value of this equation when b=4, m=-4, x=-5, z=5

$A LaTex expression showing \frac{{2b to the power of 2 }}{{2m to the power of 2 }} + \frac{{6x to the power of 2 }}{{3z to the power of 2 }}$

What is the value of this equation when b=5, x=2, p=3, m=-3

$A LaTex expression showing \frac{{4b to the power of 2 }}{{5x to the power of 2 }} + \frac{{6p to the power of 2 }}{{2m to the power of 2 }}$

What is the value of this equation when z=-4, b=2, n=-5, p=5

$A LaTex expression showing \frac{{-6z to the power of 2 }}{{3b to the power of 2 }} - \frac{{3n to the power of 2 }}{{3p to the power of 2 }}$

What is the value of this equation when c=5, d=-5, b=2, r=-2

$A LaTex expression showing \frac{{-4c to the power of 2 }}{{4d to the power of 2 }} - \frac{{6b to the power of 2 }}{{3r to the power of 2 }}$

What is the value of this equation when m=5, c=-5, z=2, p=-2

$A LaTex expression showing \frac{{2m to the power of 2 }}{{2c to the power of 2 }} + \frac{{6z to the power of 2 }}{{3p to the power of 2 }}$

Algebraic Function Variable Substitution - Multiple Fractional Squared Terms (Negatives) (Level 2)

Practice:

Multiple Fractional Squared Terms (Negatives)

Algebraic Function Variable Substitution - Multiple Fractional Squared Terms (Negatives) Worksheet