Remember
Register
1
new
Chill
new
Tech
new
GK
new
Sports
new
Business
Home
Puzzles
MCQs
Unanswered
Tags
Users
Ask a Puzzle
Connect to us
If, 3^(2x+y) = 243 and 2^(x+2y) = 256 then 6x+3y = ?
0
votes
98
views
If, 3^(2x+y) = 243 and 2^(x+2y) = 256 then 6x+3y = ?
mathematical
posted
Jul 13, 2022
by
Aastha Joshi
Looking for solution? Promote on:
Your comment on this post:
Email me at this address if a comment is added after mine:
Email me if a comment is added after mine
Privacy: Your email address will only be used for sending these notifications.
Anti-spam verification:
To avoid this verification in future, please
log in
or
register
.
Your answer
Preview
Email me at this address if my answer is selected or commented on:
Email me if my answer is selected or commented on
Privacy: Your email address will only be used for sending these notifications.
Anti-spam verification:
To avoid this verification in future, please
log in
or
register
.
Similar Puzzles
+1
vote
If 6xy + 10x +15y = 39 then find the minimum value of 2x+3y (x, y are positive and real)?
0
votes
If polynomial f(x)+f(2x+y)+5x= f(3x-y)+2x^2+1 where x and y are real numbers, then determine value of f(10)?
0
votes
Solve for all real values of x such that (8x – 2x)/(6x – 3x) = 2
+1
vote
If 6x - 4y = 8; 8x = 5y + 13 Then what is the value of 6x - 3y?
If
6x - 4y = 8
8x = 5y + 13
Then what is the value of 6x - 3y?
0
votes
If x + x^3 + x^9 + x^27 + x^81 + x^243 gives a reminder of ax+b when divided by x^2 - 1 then what is the value of a + b?
...
