Question

записать в виде степени с основанием 2. 32. 128. 1024. 2. 128. 32*64.

Answer 1

2=2 в 1 ст

32 = 2 в 5 ст

128= 2 в 7 ст

1024= 2 в 10 ст

2= 2 в 1 ст

128= 2 в 7 ст

32*64= 2 в 5 ст * 2 в 6 ст = 2 в 11 ст

Answer 2

32=2^5

128=2^7

1024=2^10

2=2^1

32*64=2048=2^11

Answer 3

Expressing Numbers as Powers of 2

To express numbers as powers of 2, we need to find the exponent that, when raised to 2, gives us the desired number. Let's calculate the powers of 2 for the given numbers:

1. 32: To express 32 as a power of 2, we need to find the exponent that, when raised to 2, gives us 32. In this case, 2 raised to the power of 5 equals 32. So, 32 can be written as 2^5.

2. 128: To express 128 as a power of 2, we need to find the exponent that, when raised to 2, gives us 128. In this case, 2 raised to the power of 7 equals 128. So, 128 can be written as 2^7.

3. 1024: To express 1024 as a power of 2, we need to find the exponent that, when raised to 2, gives us 1024. In this case, 2 raised to the power of 10 equals 1024. So, 1024 can be written as 2^10.

4. 2: To express 2 as a power of 2, we need to find the exponent that, when raised to 2, gives us 2. In this case, 2 raised to the power of 1 equals 2. So, 2 can be written as 2^1.

5. 128: To express 128 as a power of 2, we need to find the exponent that, when raised to 2, gives us 128. In this case, 2 raised to the power of 7 equals 128. So, 128 can be written as 2^7.

6. 32 * 64: To express 32 * 64 as a power of 2, we need to simplify the expression first. 32 * 64 equals 2048. To express 2048 as a power of 2, we need to find the exponent that, when raised to 2, gives us 2048. In this case, 2 raised to the power of 11 equals 2048. So, 32 * 64 can be written as 2^11.

Therefore, the numbers expressed as powers of 2 are: - 32 = 2^5 - 128 = 2^7 - 1024 = 2^10 - 2 = 2^1 - 128 = 2^7 - 32 * 64 = 2^11

I hope this helps! Let me know if you have any further questions.