Answer:
Plz mark me as braiblist
Step-by-step explanation:
search-icon-header
Search for questions & chapters
search-icon-image
Class 11
>>Applied Mathematics
>>Logarithm and Antilogarithm
>>Indices
>>If 2^x × 4^x = (8)^1/3 × (32)^1/5 the
Question
Bookmark
If 2
x
×4
=(8)
3
1
×(32)
5
then, find the value of x
Easy
Solution
verified
Verified by Toppr
We have,
2
×(2
)
=((2
))
×2
2x
=2×2
x+2x
=2
3x
On comparing both sides, we get
3x=2
x=
Hence, this is the answer.
Copyright © 2024 EHUB.TIPS team's - All rights reserved.
Answers & Comments
Answer:
Plz mark me as braiblist
Step-by-step explanation:
search-icon-header
Search for questions & chapters
search-icon-image
Class 11
>>Applied Mathematics
>>Logarithm and Antilogarithm
>>Indices
>>If 2^x × 4^x = (8)^1/3 × (32)^1/5 the
Question
Bookmark
If 2
x
×4
x
=(8)
3
1
×(32)
5
1
then, find the value of x
Easy
Solution
verified
Verified by Toppr
We have,
2
x
×4
x
=(8)
3
1
×(32)
5
1
2
x
×(2
2
)
x
=((2
3
))
3
1
×(2
5
)
5
1
2
x
×2
2x
=2×2
2
x+2x
=2
2
2
3x
=2
2
On comparing both sides, we get
3x=2
x=
3
2
Hence, this is the answer.