Question

Find the product

n (n+y+z) -y (y-n+z)
​

Answer 1

Answer:

\large\sf\underline{Given:}Given:

The product of y and z added to the product of 3 and x.

⠀

⠀

\large\sf\underline{To:}To:

Form the algebraic expression .

⠀

⠀

\large\sf\underline{Solution:}Solution:

\sf\:1^{st}\:step1ststep

\sf\:Product\:of\:y\:and\:zProductofyandz

\sf\implies\:y×z⟹y×z

{\sf{{\red{\implies\:yz}}}}⟹yz

\sf\:2^{nd}\:step2ndstep

\sf\:Product\:of\:3\:and\:xProductof3andx

\sf\implies\:3×x⟹3×x

{\sf{{\red{\implies\:3x}}}}⟹3x

⠀

⠀

\sf\:So\:Final\:stepSoFinalstep

\dag\:\underline{\sf Algebraic \:expression:}†Algebraicexpression:

\sf\:Product\:of\:y\:and\:z+\:Product\:of\:3\:and\:xProductofyandz+Productof3andx

\large{\mathfrak\pink{\implies\:y z+3x}}⟹yz+3x

⠀

⠀

!! Hope it helps !!

Answer 2

Answer:

$n^{2} + ny + nz - y^{2} +ny-yz$

Step-by-step explanation:

n (n+y+z) -y (y-n+z) = $n^{2} + ny + nz - y^{2} +ny-yz$