Operations on polynomials – Solved Problems Database
All the problems and solutions shown below were generated using the Polynomial Operations Calculator.
ID |
Problem |
Count |
151 | Multiply polynomial $ \, \color{blue}{ x } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 2 |
152 | Add $ \, \color{blue}{ 5 } \, $ and $ \, \color{orangered}{ 2x+5 }$. | 2 |
153 | Add $ \, \color{blue}{ 5p+3 } \, $ and $ \, \color{orangered}{ 8p+7 }$. | 2 |
154 | Subtract polynomials: $ \, \color{blue}{ 8x^3+2x^2 } \, $ , $ \, \color{orangered}{ 14x^3-10x^2+9 }$. | 2 |
155 | Multiply polynomial $ \, \color{blue}{ -b+3 } \, $ by $ \, \color{orangered}{ -2b+5 }$. | 2 |
156 | Add $ \, \color{blue}{ 3x^4-3x } \, $ and $ \, \color{orangered}{ 3x-3x^4 }$. | 2 |
157 | Multiply polynomial $ \, \color{blue}{ 2x+4 } \, $ by $ \, \color{orangered}{ 5x^2-x+3 }$. | 2 |
158 | Multiply polynomial $ \, \color{blue}{ 2x+5 } \, $ by $ \, \color{orangered}{ 3x-1 }$. | 2 |
159 | Add $ \, \color{blue}{ 9p-12-3p^2 } \, $ and $ \, \color{orangered}{ -9+2p^2+4p }$. | 2 |
160 | Multiply polynomial $ \, \color{blue}{ x+4 } \, $ by $ \, \color{orangered}{ 2x+5 }$. | 2 |
161 | Add $ \, \color{blue}{ 12x^2+21x+9 } \, $ and $ \, \color{orangered}{ -18x^2-8-24x }$. | 2 |
162 | Subtract polynomials: $ \, \color{blue}{ 4x^4-8x+4 } \, $ , $ \, \color{orangered}{ 8x^2+4x^4+1 }$. | 2 |
163 | Add $ \, \color{blue}{ 5x } \, $ and $ \, \color{orangered}{ -3x+3 }$. | 2 |
164 | Add $ \, \color{blue}{ -12k^2+4 } \, $ and $ \, \color{orangered}{ 4k }$. | 2 |
165 | Subtract polynomials: $ \, \color{blue}{ -2x^2-10x } \, $ , $ \, \color{orangered}{ -x }$. | 2 |
166 | Subtract polynomials: $ \, \color{blue}{ -x^2-4x } \, $ , $ \, \color{orangered}{ 4x }$. | 2 |
167 | Add $ \, \color{blue}{ 66x^3+120x^2 } \, $ and $ \, \color{orangered}{ 80x^2-24x }$. | 2 |
168 | Multiply polynomial $ \, \color{blue}{ x+2 } \, $ by $ \, \color{orangered}{ x^2+1 }$. | 2 |
169 | Subtract polynomials: $ \, \color{blue}{ -x^2-3x+3 } \, $ , $ \, \color{orangered}{ x^2-9x+6 }$. | 2 |
170 | Add $ \, \color{blue}{ -3c-7c^2+4c^3 } \, $ and $ \, \color{orangered}{ 2c^2-4c^4+4 }$. | 1 |
171 | Add $ \, \color{blue}{ 2a+4a^2-4 } \, $ and $ \, \color{orangered}{ -12a^2+2a-14 }$. | 1 |
172 | Add $ \, \color{blue}{ 7x-3 } \, $ and $ \, \color{orangered}{ 8x-3x-6 }$. | 1 |
173 | Multiply polynomial $ \, \color{blue}{ t-2 } \, $ by $ \, \color{orangered}{ 2t+4 }$. | 1 |
174 | Multiply polynomial $ \, \color{blue}{ t-2 } \, $ by $ \, \color{orangered}{ t^2+4 }$. | 1 |
175 | Add $ \, \color{blue}{ b+4b^2-3 } \, $ and $ \, \color{orangered}{ 2b^2-2b^3+9 }$. | 1 |
176 | Add $ \, \color{blue}{ 2x^3+3x^2-x+6 } \, $ and $ \, \color{orangered}{ 2x+1 }$. | 1 |
177 | Add $ \, \color{blue}{ 8r^2+9r+7 } \, $ and $ \, \color{orangered}{ 9r^2+7r+3 }$. | 1 |
178 | Add $ \, \color{blue}{ 3x-4 } \, $ and $ \, \color{orangered}{ 5+3x-4x }$. | 1 |
179 | Add $ \, \color{blue}{ 5x+14 } \, $ and $ \, \color{orangered}{ 2x }$. | 1 |
180 | Add $ \, \color{blue}{ 10x^2-1 } \, $ and $ \, \color{orangered}{ 5x^2-2x-5 }$. | 1 |
181 | Multiply polynomial $ \, \color{blue}{ 5v^3 } \, $ by $ \, \color{orangered}{ 6v-8 }$. | 1 |
182 | Add $ \, \color{blue}{ x+3 } \, $ and $ \, \color{orangered}{ x+2 }$. | 1 |
183 | Add $ \, \color{blue}{ 5a-7a^2+1 } \, $ and $ \, \color{orangered}{ 3a^2-2a+3 }$. | 1 |
184 | Multiply polynomial $ \, \color{blue}{ -2x-4 } \, $ by $ \, \color{orangered}{ -x+7 }$. | 1 |
185 | Multiply polynomial $ \, \color{blue}{ 5x-7 } \, $ by $ \, \color{orangered}{ 4x-7 }$. | 1 |
186 | Multiply polynomial $ \, \color{blue}{ 2x-3 } \, $ by $ \, \color{orangered}{ -4x^2-2x+7 }$. | 1 |
187 | Multiply polynomial $ \, \color{blue}{ 10x^2+8x } \, $ by $ \, \color{orangered}{ -9x+3 }$. | 1 |
188 | Add $ \, \color{blue}{ 4x^5-4x^2 } \, $ and $ \, \color{orangered}{ 5x^5+7x^2 }$. | 1 |
189 | Add $ \, \color{blue}{ -4x+9 } \, $ and $ \, \color{orangered}{ 6x-14 }$. | 1 |
190 | Add $ \, \color{blue}{ -3a-2 } \, $ and $ \, \color{orangered}{ 7a+5 }$. | 1 |
191 | Add $ \, \color{blue}{ 5p^2-3 } \, $ and $ \, \color{orangered}{ 2p^2-3p^3 }$. | 1 |
192 | Add $ \, \color{blue}{ x^2+3x+5 } \, $ and $ \, \color{orangered}{ -x^2+6x-4 }$. | 1 |
193 | Subtract polynomials: $ \, \color{blue}{ a-2a^2 } \, $ , $ \, \color{orangered}{ 3a^2-4a^3 }$. | 1 |
194 | Add $ \, \color{blue}{ t^2+3t^3-3 } \, $ and $ \, \color{orangered}{ 2t^2+7t-2t^3 }$. | 1 |
195 | Add $ \, \color{blue}{ 2x^2-5x+6 } \, $ and $ \, \color{orangered}{ 3x-2 }$. | 1 |
196 | Subtract polynomials: $ \, \color{blue}{ 3a^2+1 } \, $ , $ \, \color{orangered}{ 4+2a^2 }$. | 1 |
197 | Subtract polynomials: $ \, \color{blue}{ g-4 } \, $ , $ \, \color{orangered}{ 3g-6 }$. | 1 |
198 | Subtract polynomials: $ \, \color{blue}{ 4r^3+3r^4 } \, $ , $ \, \color{orangered}{ r^4-5r }$. | 1 |
199 | Subtract polynomials: $ \, \color{blue}{ -5h-2 } \, $ , $ \, \color{orangered}{ 7h+6 }$. | 1 |
200 | Multiply polynomial $ \, \color{blue}{ 3x-5 } \, $ by $ \, \color{orangered}{ x^2+2x-4 }$. | 1 |