find the value of x if 3^x3^x3^x=297/11
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3^x * 3^x * 3^x =219/11
a¹ x a¹ x a¹ = a¹+¹+¹
3^x+x+x =219/11
3^3x=219/11
3^3x=27
it can also be written as
3^3=3^3
as the bases are same
3x=3
x=1
a¹ x a¹ x a¹ = a¹+¹+¹
3^x+x+x =219/11
3^3x=219/11
3^3x=27
it can also be written as
3^3=3^3
as the bases are same
3x=3
x=1
akshat3624:
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Answered by
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when the coefficients are same powers are added so 3^3x=297/11. After dividing 297 by 11 we get 27. So 3^3x=27. We can write 27 as 3³ so 3^3x=3³. By this we can compare the power because coefficients are same so 3x=3. Hence x=1
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