99% Can't Solve This | An Algebraic Exponential Problem | Find the Value of a, b, c

Math Olympiad | An Algebraic Exponential Problem | Find the Value of a, b, c
#a_nice_algebra_problem
#a_nice_radical_problem
#math_olympiad
#olympiad_problems
#math_olympiad_channel
#mental_math_olympiad
#maths_tips_and_tricks
#what_is_math_olympiad
#maths_olympiad_2024
math olympiad coaching
olympiad problems
national math olympiad questions
math olympiad class 9
maths olympiad video
international mathematics olympiad
how to prepare for maths olympiad
best olympiad questions
math simplification question
maths curisty
a nice radical problem
a nice algebra problem
a nice exponential equation
russian math olympiad
math hunter
math booster
learncommunolizer
super academy
higher mathematics
mathgist
infyGyan
math simplification questions,
national math olympiad questions
benefits of maths olympiad
math competition
international mathematics olympiad
maths olympiad video
ams olympiad maths
quadratic equations oltmpiad problems
maths olympiad tricks

[@indrajitkatira5953]

Add the condition, a,b,c are different positive integers nd a

[@prollysine]

148=128+16+4 , 148=2^7+2^4+2^2 , a=7 , b=4 , c=2 ,

[@lechaiku]

The fastest solution: 148 = 2 * 2 * 37 = 2^2 (2^5 +5) = 2^7 + 2^2 (2^2 +1) = 2^7 + 2^4 + 2^2 Without any conditions: (a, b, c) = (7, 4, 2) (a, b, c) = (7, 2, 4) (a, b, c) = (4, 7, 2) (a, b, c) = (4, 2, 7) (a, b, c) = (2, 7, 4) (a, b, c) = (2, 4, 7)