Atrisiniet 1+1107x+061275xleft(x-02right)+022625xleft(x-02right)left(x-04right)+0061975xleft(x-02right)left(x-04right)left(x-06right)

$$1+1107x+061275x \left( x-02 \right) +022625x \left( x-02 \right) \left( x-04 \right) +0061975x \left( x-02 \right) \left( x-04 \right) \left( x-06 \right)$$

Izrēķināt

$$\text{Indeterminate}$$

Atrisinājuma darbības

Reiziniet 0 un 61275, lai iegūtu 0. Reiziniet 0 un 22625, lai iegūtu 0. Reiziniet 0 un 0, lai iegūtu 0.

$$1+1107x+0x\left(x-0\times 2\right)+0x\left(x-0\times 2\right)\left(x-0\times 4\right)+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet 0 un 2, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)+0x\left(x-0\times 2\right)\left(x-0\times 4\right)+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Jebkurš skaitlis reiz nulle ir nulle.

$$1+1107x+0+0x\left(x-0\times 2\right)\left(x-0\times 4\right)+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Saskaitiet 1 un 0, lai iegūtu 1.

$$1+1107x+0x\left(x-0\times 2\right)\left(x-0\times 4\right)+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet 0 un 2, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)\left(x-0\times 4\right)+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet 0 un 4, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)\left(x-0\right)+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet x-0 un x-0, lai iegūtu \left(x-0\right)^{2}.

$$1+1107x+0x\left(x-0\right)^{2}+0\times 61975x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet 0 un 61975, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)^{2}+0x\left(x-0\times 2\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet 0 un 2, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)^{2}+0x\left(x-0\right)\left(x-0\times 4\right)\left(x-0\times 6\right)$$

Reiziniet 0 un 4, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)^{2}+0x\left(x-0\right)\left(x-0\right)\left(x-0\times 6\right)$$

Reiziniet x-0 un x-0, lai iegūtu \left(x-0\right)^{2}.

$$1+1107x+0x\left(x-0\right)^{2}+0x\left(x-0\right)^{2}\left(x-0\times 6\right)$$

Reiziniet 0 un 6, lai iegūtu 0.

$$1+1107x+0x\left(x-0\right)^{2}+0x\left(x-0\right)^{2}\left(x-0\right)$$

Lai reizinātu vienas bāzes pakāpes, saskaitiet kāpinātājus. Saskaitiet 2 un 1, lai iegūtu 3.

$$1+1107x+0x\left(x-0\right)^{2}+0x\left(x-0\right)^{3}$$

Reiziniet -1 un 0, lai iegūtu 0.

$$1+1107x+0x\left(x+0\right)^{2}+0x\left(x-0\right)^{3}$$

Jebkuram skaitlim pieskaitot nulli, iegūst to pašu skaitli.

$$1+1107x+0xx^{2}+0x\left(x-0\right)^{3}$$

Lai reizinātu vienas bāzes pakāpes, saskaitiet kāpinātājus. Saskaitiet 1 un 2, lai iegūtu 3.

$$1+1107x+0x^{3}+0x\left(x-0\right)^{3}$$

Jebkurš skaitlis reiz nulle ir nulle.

$$1+1107x+0+0x\left(x-0\right)^{3}$$

Saskaitiet 1 un 0, lai iegūtu 1.

$$1+1107x+0x\left(x-0\right)^{3}$$

Reiziniet -1 un 0, lai iegūtu 0.

$$1+1107x+0x\left(x+0\right)^{3}$$

Jebkuram skaitlim pieskaitot nulli, iegūst to pašu skaitli.

$$1+1107x+0xx^{3}$$

Lai reizinātu vienas bāzes pakāpes, saskaitiet kāpinātājus. Saskaitiet 1 un 3, lai iegūtu 4.

$$1+1107x+0x^{4}$$

Jebkurš skaitlis reiz nulle ir nulle.

$$1+1107x+0$$

Saskaitiet 1 un 0, lai iegūtu 1.

$$1+1107x$$