Algebraic Functions

Remove Different Variable From Bracketed Terms (Level 1)

This topic covers the concept of algebraic functions, particularly aimed at learning how to remove different variables from bracketed terms. It involves working with polynomials and quadratics, providing practice questions to confirm your understanding. Each question presents an algebraic expression, and you have multiple options to choose the equivalent one. For example, it might present "pd + 8p" and asks which of the various options is the equivalent expression.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Algebraic Functions - Remove Different Variable From Bracketed Terms Worksheet

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Algebraic Functions - Remove Different Variable From Bracketed Terms
1
A LaTex expression showing zt + 8z
Which answer is the same expression as this
a A LaTex expression showing z(t + 8)
b A LaTex expression showing z(t - 8)
2
A LaTex expression showing tr - 9t
Which answer is the same expression as this
a A LaTex expression showing r(t - 9)
b A LaTex expression showing t(r - 9)
3
A LaTex expression showing xy - 3x
Which answer is the same expression as this
a A LaTex expression showing x(y + 3)
b A LaTex expression showing x(y - 3)
4
A LaTex expression showing qn - 8q
Which answer is the same expression as this
a A LaTex expression showing 8q(n + 8)
b A LaTex expression showing q(n - 8)
5
A LaTex expression showing wt + 3w
Which answer is the same expression as this
a A LaTex expression showing w(t + 3)
b A LaTex expression showing t(w + 3)
6
A LaTex expression showing mt - 5m
Which answer is the same expression as this
a A LaTex expression showing m(t - 5)
b A LaTex expression showing t(m + 5)
7
A LaTex expression showing wm + 9w
Which answer is the same expression as this
a A LaTex expression showing w(m + 9)
b A LaTex expression showing w(m - 9)
8
A LaTex expression showing zm - 3z
Which answer is the same expression as this
a A LaTex expression showing 3z(m + 3)
b A LaTex expression showing z(m - 3)