Question

3x²y×(x+y+z) find the product

Answer 1

The product of 3$x^{2}$·y × (x + y +z) is "3$x^{3}$·y + 3$x^{2}$·$y^{2}$ + 3$x^{2}$·yz".

Step-by-step explanation:

We have,

The product of 3$x^{2}$·y × (x + y +z)

= 3$x^{2}$·y × (x + y +z)

= 3$x^{2}$·y·x + 3$x^{2}$·y.y + 3$x^{2}$·y·z

= 3$x^{3}$·y + 3$x^{2}$·$y^{2}$ + 3$x^{2}$·yz

∴ 3$x^{2}$·y × (x + y +z) = 3$x^{3}$·y + 3$x^{2}$·$y^{2}$ + 3$x^{2}$·yz

Hence, The product of 3$x^{2}$·y × (x + y +z) is 3$x^{3}$·y + 3$x^{2}$·$y^{2}$ + 3$x^{2}$·yz.