How would you solve this?

Question

asked Sep 27, 2022 23.5k views

2 Answers

Raben · Answer 1 · 2022-09-30T12:32:03+0000

Answer:

The equation has three solutions:

x=
(1)/(2) + (1)/(2) log_(2) (3)

x=1

x =
(1)/(2)

Explanation:

||
4^(x) - 3 |
| = 1

|
4^(x) - 3 |
= 1 |
|
= - 1

|
4^(x) - 3 | = 1+2 |
| = -1+2

|
4^(x) - 3 |=3 |
| = 1

4^(x) - 3 =3
= - 3
= 1
= - 1

x=
(1)/(2) + (1)/(2) log_(2) (3) x∉∅ x=1
x = (1)/(2)

The union of these four solutions is:
(1)/(2) , 1,
(1)/(2) + (1)/(2) log_(2) (3)

I hope this is clearly and understandably written to you :)

Ross Smith II · Answer 2 · 2022-10-04T01:15:18+0000

It would have 3 solutions
if you solve the equation how it is, it give 1 solution but if you make the 1 negative you get 2 more possibilities