Question

Simplify 3x³ 6x² 12x=

Answer 1

`216x^6`

Explanation:

Multiply coefficients:
`3 * 6 * 12 = 216`

Multiply x:
`x^3 * x^2 * x = x^6`

Put it together:
`216x^6`

Answer 2

Hello!

Answer:

`\Large \boxed{\sf 216x^6}`

Explanation:

→ We want to simplify this expression:

◼ Separate coefficients and x:

`\sf (3 * 6 * 12)(x^3 * x^2 * x)`

◼ Multiply coefficients:

`\sf 216(x^3 * x^2 * x)`

◼ Multiply x:

→ We know that
`\sf x^a * x^b` is equal to
`\sf x^{a+b`, so:

`\sf 216(x^3 * x^2 * x^1)`

`\sf 216( x^(3+2+1))`

`\boxed{\sf 216x^6}`

Conclusion:

The expression 3x³ 6x² 12x is equal to 216x⁶.