Operations on polynomials
(the database of solved problems)
All the problems and solutions shown below were generated using the Polynomial Operations Calculator.
| ID |
Problem |
Count |
| 101 | Subtract polynomials: $ \, \color{blue}{ x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 20 |
| 102 | Add $ \, \color{blue}{ 2x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 20 |
| 103 | Multiply polynomial $ \, \color{blue}{ 2x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 20 |
| 104 | Multiply polynomial $ \, \color{blue}{ 9x^2+6x-8 } \, $ by $ \, \color{orangered}{ x+2 }$. | 19 |
| 105 | Multiply polynomial $ \, \color{blue}{ 4b^2-2 } \, $ by $ \, \color{orangered}{ 4b^2+2-2b }$. | 19 |
| 106 | Add $ \, \color{blue}{ 3x+4 } \, $ and $ \, \color{orangered}{ 2x-6-x }$. | 19 |
| 107 | Multiply polynomial $ \, \color{blue}{ 6x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 19 |
| 108 | Multiply polynomial $ \, \color{blue}{ 4x+3 } \, $ by $ \, \color{orangered}{ 3x+3 }$. | 18 |
| 109 | Add $ \, \color{blue}{ -4x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 18 |
| 110 | Add $ \, \color{blue}{ 7x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 18 |
| 111 | Add $ \, \color{blue}{ 4x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 18 |
| 112 | Subtract polynomials: $ \, \color{blue}{ 8x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 18 |
| 113 | Multiply polynomial $ \, \color{blue}{ 2x } \, $ by $ \, \color{orangered}{ 3x }$. | 17 |
| 114 | Subtract polynomials: $ \, \color{blue}{ 2x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 17 |
| 115 | Multiply polynomial $ \, \color{blue}{ 4b^2 } \, $ by $ \, \color{orangered}{ 4b^2+2-2b }$. | 16 |
| 116 | Add $ \, \color{blue}{ -8x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 16 |
| 117 | Add $ \, \color{blue}{ -8n^4+n^3-n^2-n-2 } \, $ and $ \, \color{orangered}{ -2n^4+5n^3-6n^2 }$. | 15 |
| 118 | Subtract polynomials: $ \, \color{blue}{ 10x^2+8x-5 } \, $ , $ \, \color{orangered}{ -9x^2-3x-4 }$. | 15 |
| 119 | Add $ \, \color{blue}{ 2x } \, $ and $ \, \color{orangered}{ 3x }$. | 15 |
| 120 | Add $ \, \color{blue}{ 12x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 15 |
| 121 | Multiply polynomial $ \, \color{blue}{ -4x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 15 |
| 122 | Add $ \, \color{blue}{ 10x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 15 |
| 123 | Add $ \, \color{blue}{ 8s^3+6s^2+3s } \, $ and $ \, \color{orangered}{ 8s^3+6s+2 }$. | 14 |
| 124 | Multiply polynomial $ \, \color{blue}{ 3q^2+5q } \, $ by $ \, \color{orangered}{ 6q^2+8q+9 }$. | 14 |
| 125 | Add $ \, \color{blue}{ 5x+14 } \, $ and $ \, \color{orangered}{ 2x^2-4x+3 }$. | 14 |
| 126 | Subtract polynomials: $ \, \color{blue}{ -2x+5 } \, $ , $ \, \color{orangered}{ -x-9 }$. | 14 |
| 127 | Multiply polynomial $ \, \color{blue}{ 3x+2 } \, $ by $ \, \color{orangered}{ 3x+2 }$. | 14 |
| 128 | Multiply polynomial $ \, \color{blue}{ x } \, $ by $ \, \color{orangered}{ 2x }$. | 14 |
| 129 | Multiply polynomial $ \, \color{blue}{ 6x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 14 |
| 130 | Subtract polynomials: $ \, \color{blue}{ 6x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 14 |
| 131 | Add $ \, \color{blue}{ -4x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 14 |
| 132 | Subtract polynomials: $ \, \color{blue}{ y^2+2y } \, $ , $ \, \color{orangered}{ y^2+5y+8 }$. | 13 |
| 133 | Add $ \, \color{blue}{ 5 } \, $ and $ \, \color{orangered}{ 2x }$. | 13 |
| 134 | Subtract polynomials: $ \, \color{blue}{ 5x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 13 |
| 135 | Multiply polynomial $ \, \color{blue}{ 4x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 13 |
| 136 | Subtract polynomials: $ \, \color{blue}{ x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 13 |
| 137 | Multiply polynomial $ \, \color{blue}{ 10x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 13 |
| 138 | Add $ \, \color{blue}{ n^2+6n+7 } \, $ and $ \, \color{orangered}{ n^2+6n+9 }$. | 12 |
| 139 | Subtract polynomials: $ \, \color{blue}{ -5x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 140 | Add $ \, \color{blue}{ 5x+14 } \, $ and $ \, \color{orangered}{ 2x }$. | 12 |
| 141 | Subtract polynomials: $ \, \color{blue}{ -6x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 142 | Multiply polynomial $ \, \color{blue}{ 3x-5 } \, $ by $ \, \color{orangered}{ x }$. | 12 |
| 143 | Subtract polynomials: $ \, \color{blue}{ 4x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 144 | Subtract polynomials: $ \, \color{blue}{ 7x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 145 | Subtract polynomials: $ \, \color{blue}{ -2x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 146 | Add $ \, \color{blue}{ x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 147 | Subtract polynomials: $ \, \color{blue}{ 10x } \, $ , $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 148 | Add $ \, \color{blue}{ 10x } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 12 |
| 149 | Multiply polynomial $ \, \color{blue}{ 6x^4+4x^3+2x^2+x-2 } \, $ by $ \, \color{orangered}{ 3x^2+x-1 }$. | 11 |
| 150 | Subtract polynomials: $ \, \color{blue}{ 6a^2+5a+10 } \, $ , $ \, \color{orangered}{ 4a^2+6a+12 }$. | 11 |
