Question

1)a⁴b⁶c² 2)x²y⁴z⁸ 3)49¹²y¹⁴ 4)100c⁸x⁶​

Answer 1

Відповідь:

$1. (a^{2} b^{3} c^{2} )^{2} \\2. (xy^{2}z^{4} )^{2} \\3. ?\\4. (10c^{4} x^{3} )^{2}$

Пояснення:

Answer 2

Ответ:

abc12

xyz14

49y26

100cx14

Answer 3

It looks like you've provided four different expressions with variables and exponents. I'll simplify each of them for you:

1. $a^4b^6c^2$ This expression is already in its simplest form. You can't simplify it further without more context or additional operations.

2. $x^2y^4z^8$ This expression is also already in its simplest form. You can't simplify it further without more context or additional operations.

3. $49^{12}y^{14}$ To simplify this expression, you can calculate $49^{12}$ and leave $y^{14}$ as it is: $49^{12} = (7^2)^{12} = 7^{2*12} = 7^{24}$

   So the simplified expression is: $7^{24}y^{14}$

4. $100c^8x^6$ To simplify this expression, you can factor the number 100: $100 = 10^2$

   So the expression becomes: $10^2c^8x^6$

   Now, you can simplify $10^2$ to 100: $100c^8x^6$

So, the simplified expressions are as follows:

1. $a^4b^6c^2$
2. $x^2y^4z^8$
3. $7^{24}y^{14}$
4. $100c^8x^6$