Question

Find the product. (x)^2,(x+y),x^4​

Answer 1

Step-by-step explanation:

अगर इश्क करो तो आदाब-ए-वफ़ा भी सीखो,

ये चंद दिन की बेकरारी मोहब्बत नहीं होती।

Answer 2

Given,

x², (x + y), $x^4$

To find,

Product of given expressions.

Solution,

This problem can be solved by using the below process.

So here, the given expressions are

x², (x + y), and, $x^{4}$.

Now, to find the product of three expressions, we should first find out the product of any two expressions, and then multiply the result obtained with the remaining third expression.

So first, let's find the product of x² and (x + y).

Here the expression becomes,

x²(x + y), and we shall now need to use the distributive law.

Thus, the product will be,

x²x + x²y

= x³ + x²y.

Now, we can simply multiply this result with the remaining expression, that is $x^{4}$.

So, the product will be,

(x³ + x²y)($x^{4}$)

Again, using the distributive law, we get,

x³$x^{4}$ + x²y$x^{4}$

= $x^{7} +x^{6} y$

Therefore the product of x², (x + y), and $x^4$ will be $x^{7} +x^{6} y$.