Question

Порядок числа a равен 6, а порядок числа b равен -8. чему равен порядок числа? а) 100a? в) 1000b?б)0,00001a? г) 0,001b?​

Answer 1

а)  порядок  ab равен  8+11=19

б)  порядок а/b равен 8-11=-3

в) порядок b/a равен 11-8=3

г) не знаю(

Answer 2

To find the order of a given number, you need to determine the exponent to which 10 must be raised to get that number. The order of a number is also known as its exponent or logarithm in base 10.

Given information: The order of number a is 6. The order of number b is -8.

a) The order of 100a: If a has an order of 6, then 100a would have an order of (6 + 2) because multiplying a number by 100 is equivalent to adding two zeros to the end of the number.

So, the order of 100a is 8.

b) The order of 1000b: If b has an order of -8, then 1000b would have an order of (-8 + 3) because multiplying a number by 1000 is equivalent to adding three zeros to the end of the number.

So, the order of 1000b is -5.

c) The order of 0.00001a: If a has an order of 6, then 0.00001a would have an order of (6 - 5) because multiplying a number by 0.00001 is equivalent to moving the decimal point five places to the left.

So, the order of 0.00001a is 1.

d) The order of 0.001b: If b has an order of -8, then 0.001b would have an order of (-8 + 3) because multiplying a number by 0.001 is equivalent to moving the decimal point three places to the right.

So, the order of 0.001b is -5.