Question

Решите! 1) (2^5) -³ * 5^17 2) (3^4)³ ....______ ..... 3^10

Answer 1

Ответ:

2^15-5^17=-3^-2

Объяснение:

Answer 2

Sure, let's solve each expression step by step:

1. (2^5) -³ * 5^17

Step 1: Calculate (2^5) -³ (2^5) -³ = (32) -³ = 1 / 32³ = 1 / 32,768

Step 2: Multiply by 5^17 1 / 32,768 * 5^17 ≈ 286,797,186.05

So, the value of the expression is approximately 286,797,186.05.

2. (3^4)³ ....______ ..... 3^10

To continue the pattern, let's calculate the next term.

Step 1: Calculate (3^4)³ (3^4)³ = 81³ = 531,441

Step 2: Calculate the next term, which is the cube of the previous term 531,441³ = 149,011,611,938,476,562,121

So, the next term in the pattern is approximately 149,011,611,938,476,562,121.

Now, you have the value for the next term in the pattern. If you need to continue the pattern further, you can simply take the cube of this value to find the next term.