Find x if 9^8 + 9^4 = 3^x+3
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0
Answer:
Step-by-step explanation:
3^x+3=9^8+9^4
3^x+3-3=9^8+9^4-3
3^x=9^8+9^4-3
3^x=43053279
Answered by
0
Here is your answer
(9)^8+(9)^4=(3)^x+(3)^1
=(3*3)^8+(3*3)^4=3^x+3^1
=(3^2)^8+(3^2)^4=3^x+3^1
So all 3 got common
Therefore
(2)8+(2)4=x+1
=16+8=x+1
=24-1=x
Answer =x is 23
(9)^8+(9)^4=(3)^x+(3)^1
=(3*3)^8+(3*3)^4=3^x+3^1
=(3^2)^8+(3^2)^4=3^x+3^1
So all 3 got common
Therefore
(2)8+(2)4=x+1
=16+8=x+1
=24-1=x
Answer =x is 23
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