Question

Решите неравенство 5^x<1

Answer 1

5^x<5^0 т.К. 5=5, то
x<0

Answer 2

5^x<5^0
=> x<0
Пояснение: 5^0=1

Answer 3

To solve the inequality 5^x < 1, we need to find the range of values of x that satisfy this inequality. Since 5^x is always positive for any real value of x (since raising a positive number to any real power results in a positive number), the inequality 5^x < 1 can only be satisfied if 5^x is less than 1, which means x must be negative.

So the solution to the inequality is:

x < 0