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Multiply.
\( \left( y^{2}+3 \right) \left( y^{3}+y^{2}+1 \right) \)
Apply the polynomial identity to rewrite the expression.
\(x^3 – 1\)
Apply the polynomial identity to rewrite the expression.
\(x^{3}+125\)
Multiply.
\( 2xy \left( -3xy+x^{2}y^{2} \right) \)
Multiply.
\( -2xy \left( 3xy-4x^{2}y^{2} \right) \)
Multiply.
\( \left( 5x-3 \right) \left( 5x+3 \right) \)
Multiply.
\( \left( 5x+2 \right) \left( 6x+7 \right) \)
Perform the operation.
\(\left( -2x^{2}+8x \right) + \left( 3x^{3}-4x^{2}+1 \right)\)
Multiply.
\( \left( x-1 \right) \left( x^{2}+2x+3 \right) \)
Apply the polynomial identity to rewrite the expression.
\(9x^{2}-30x+25\)
Multiply.
\( -4x^{2}y^{2} \left( 5xy^{3} \right) \)
Multiply.
\( 3x^{2}y \left( 4xy^{2}-5xy \right) \)
Multiply.
\( \left( 2y^{2}-1 \right) \left( y^{2}-3y+5 \right) \)
Multiply.
\( \left( 3x^{2}-2 \right) \left( x-3 \right) \)
Perform the operation.
\(\left( 5x^{3}+3x^{2}-4x+2 \right) + \left( -5x^{2}-3 \right)\)
Perform the operation.
\(\left( 8x+2xy-4y \right) + \left( -7x-3xy+2y \right)\)
Apply the polynomial identity to rewrite the expression.
\( 16x^{2}-121\)
Perform the operation.
\(\left( -3x+5xy-6y \right) – \left( 4x+2xy-5y \right)\)
Multiply.
\( \left( 4x+5 \right) \left( 3x-2 \right) \)
Perform the operation.
\(\left( 6x^{2}+3xy-5y^{2} \right) – \left( 4x^{2}-2xy+6y^{2} \right)\)
Perform the operation.
\(\left( 3x^{2}y+4xy-5xy^{2} \right) – \left( x^{2}y-3xy-2xy^{2} \right)\)
\(\left( 8x^{2}-6x-3 \right) – \left( 4x^{2}-5x+4 \right)\)
Perform the operation.
\(\left( 4y^{3}+5y^{2}-6y \right) + \left( 7y^{2}+2y-5 \right)\)
Multiply.
\( 3xy^{2} \left( 2x^{2}y \right) \)
Apply the polynomial identity to rewrite the expression.
\(8x^{3}-1\)
Apply the polynomial identity to rewrite the expression.
\(x^{3}-1\)
Perform the operation.
\(\left( 3y^{2}+4y \right) – \left( 5y^{3}-2y^{2}+3 \right)\)
Perform the operation.
\(\left( 2y^{2}-5y+1 \right) + \left( -3y^{2}+6y+2 \right)\)
Multiply.
\( 6x^{2}y^{2} \left( 3x^{2}y^{3} \right) \)
Perform the operation.
\(\left( -3x^{2}-2xy+4y^{2} \right) + \left( 5x^{2}+3xy-3y^{2} \right)\)
Multiply.
\( \left( 2x+3 \right) \left( x^{2}-3x-4 \right) \)
\(\left( 2xy-1 \right) \left( 3xy-2 \right)\)
Multiply.
\( \left( 4y^{2}+3 \right) \left( 2y+5 \right) \)
Perform the operation.
\(\left( 3y^{3}-4y^{2}+6y+3 \right) – \left( 2y^{3}-3y \right)\)