Resolver p=100(1-0.61^6)-50^6*0.61^6

$$p = 100 ( 1 - 0.61 ^ { 6 } ) - 50 ^ { 6 } \cdot 0.61 ^ { 6 }$$

Resolver p

$$p=-805005754.5426624361$$

Pasos para resolver unha ecuación lineal

Calcula 0.61 á potencia de 6 e obtén 0.051520374361.

$$p=100\left(1-0.051520374361\right)-50^{6}\times 0.61^{6}$$

Resta 0.051520374361 de 1 para obter 0.948479625639.

$$p=100\times 0.948479625639-50^{6}\times 0.61^{6}$$

Multiplica 100 e 0.948479625639 para obter 94.8479625639.

$$p=94.8479625639-50^{6}\times 0.61^{6}$$

Calcula 50 á potencia de 6 e obtén 15625000000.

$$p=94.8479625639-15625000000\times 0.61^{6}$$

Calcula 0.61 á potencia de 6 e obtén 0.051520374361.

$$p=94.8479625639-15625000000\times 0.051520374361$$

Multiplica 15625000000 e 0.051520374361 para obter 805005849.390625.

$$p=94.8479625639-805005849.390625$$

Resta 805005849.390625 de 94.8479625639 para obter -805005754.5426624361.

$$p=-805005754.5426624361$$

Atribuír p

$$p≔-805005754.5426624361$$