Mathematics Worksheet/Algebra/Algebraic exponents: Difference between revisions

Latest revision as of 19:02, 16 March 2018

<quiz display=simple points="1/1"> {Calculate the problem carefully; Use ^ to write exponentiation.}

{ |type="{}"} $6 x \times x =$ { 6x^2 (i) _13 }

{ |type="{}"} $y \times y \times y =$ { y^3 (i) _13 }

{ |type="{}"} $3 x \times 6 y =$ { 18xy (i) _13 }

{ |type="{}"} $5 x^{2} \times 3 x y =$ { 15x^3y (i) _13 }

{ |type="{}"} $3 y^{3} \times 6 x y \times 2 x^{2} =$ { 36x^3y^4 (i) _13 }

{ |type="{}"} $2 x^{3} y^{2} \times 3 y z =$ { 6x^3y^3z (i) _13 }

{ |type="{}"} $3 y z \times 5 z^{2} =$ { 15yz^3 (i) _13 }

{ |type="{}"} $4 x^{5} \times 3 x^{3} y^{5} =$ { 12x^8y^5 (i) _13 }

{ |type="{}"} $7 x^{2} \times 5 y^{2} z \times 5 z =$ { 175x^2y^2z^2 (i) _13 }

{ |type="{}"} $3 y \times 4 x y^{4} =$ { 12xy^5 (i) _13 }

{ |type="{}"} $(5 x y \times 6 x^{2} y^{3}) \div (3 y^{5}) =$ { 10x^3/y (i)|10x^3y^(-1) (i)|10x^3y^-1 (i) _13 }

{ |type="{}"} $3 x^{2} \times 6 x y^{3} =$ { 18x^3y^3 (i) _13 }

{ |type="{}"} $4 y^{2} z \times 3 x y \div (2 x^{5}) =$ { 6y^3z/x^4|6x^(-4)y^3z|6x^-4y^3z (i) _13 }

{ |type="{}"} $5 x^{3} \div (10 x^{2} y^{3}) \times 5 x y =$ { 5/2x^6y^4|5x^6y^4/2|2.5x^6y^4 (i) _13 }

{ |type="{}"} $(6 x)^{3} \times (5 y)^{4} =$ { 135,000x^3y^4|135000x^3y^4 (i) _13 } </quiz> Template:BookCat