If 3(power)x + 64=2(power)6+(√3)(power)8,find the value of x
Answers
Answered by
78
hi friend,
3(power)x + 64=2(power)6+(√3)(power)8
→3^x+64=2^6+3^4
→3^x+64=64+3^4
subtracting with 64 on both sides
→3^x=3^4
as the bases are equal,powers should be same
→x=4
I hope this will help u ;)
3(power)x + 64=2(power)6+(√3)(power)8
→3^x+64=2^6+3^4
→3^x+64=64+3^4
subtracting with 64 on both sides
→3^x=3^4
as the bases are equal,powers should be same
→x=4
I hope this will help u ;)
Answered by
55
→3^x+64=2^6+√3^8
→3^x+64=64+(√3²)⁴
→3^x=64-64+3⁴
→3^x=3⁴
•Bases are equal. Exponents must be equal.
x=4
Hope it helps
→3^x+64=64+(√3²)⁴
→3^x=64-64+3⁴
→3^x=3⁴
•Bases are equal. Exponents must be equal.
x=4
Hope it helps
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