Challenger App

No.1 PSC Learning App

★
★
★
★
★
1M+ Downloads

4x=42x 4^ {x}= \frac4{2^ {x}} ആയാൽ x ന്റെ വിലയെന്ത്?

A3/4

B2/3

C1/4

D4/3

Answer:

B. 2/3

Read Explanation:

4x=42x 4^ {x}= \frac4{2^ {x}}
22x=222x 2^ {2x}= \frac{2^{2}}{2^ {x}}
22x=22−x 2^ {2x}= {2^ {2-x}}
2x=2−x2x = 2 - x
3x=23x = 2
x=2/3x = 2/3


Related Questions:

(28)³ + (- 15)³ + (- 13)³ ന്റെ വില എത്ര ആയിരിക്കും?
In a geometric progression, the 5th term is 16 times the first term. Find the 7th term if the first term is 2

2n+5=10242^{n+5}=1024 ആയാൽ n എത്ര?

Find the reminder when 31013^{101} is divided by 7?

(53×5×5)÷5−7/2=5a+3(5^3 \times 5 \times \sqrt{5}) \div 5^{-7/2} = 5^{a+3} ആയാൽ aa എത്ര?