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Algebra
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6^5x=20 round to the nearest ten-thousandth (gradpoint)
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First, you have to rewrite the equation in logarithm form, as shown here: log base 6 (20)=5x Now, we perform a change of base: log 20 / log 6 = 5x Then we simply solve the rest: 1.301 / .778 = 5x 1.672 = 5x .3344 = x So you final solution, rounded to the nearest ten thousandth is 0.3344.
thank you so much ! you have no idea how much i am struggling with this course
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