Simplify the following algebraic expression: (only for brilliant)
1. (2m + 1) (m-2) - (3n - 1) (n+3) - [4 (m - 2n) + {1 - n² + 2 (m+n) (m-n)}]
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Answers
24
24In the given algebraic expression −2m
24In the given algebraic expression −2m 3
24In the given algebraic expression −2m 3 −3n
24In the given algebraic expression −2m 3 −3n 2
24In the given algebraic expression −2m 3 −3n 2 +5m
24In the given algebraic expression −2m 3 −3n 2 +5m 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3)
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2)
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3)
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m 3
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m 3 −3n
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m 3 −3n 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m 3 −3n 2 +5m
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m 3 −3n 2 +5m 2
24In the given algebraic expression −2m 3 −3n 2 +5m 2 n, we substitute m=3 and n=2 as shown below:−2m 3 −3n 2 +5m 2 n=−2(3) 3 −3(2) 2 +5(3) 2 (2)=−(2×27)−(3×4)+(5×9×2)=−54−12+90=−66+90=24Hence, −2m 3 −3n 2 +5m 2 n=24.