Find the value of 3[log10k14+log10K112]

3[log10k1/4+log10k1/12]=3[14log10k+112log10k]=3(13log10k)=log10k

Find the value of 3[log10k14+log10K112]

3[log10k1/4+log10k1/12]=3[14log10k+112log10k]=3(13log10k)=log10k

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Find the value of $3 [l o g_{10} k^{\frac{1}{4}} + l o g_{10} K^{\frac{1}{12}}]$

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$3 l o g_{10} K$

$l o g_{10} 3$

$l o g_{10} K$

$l o g_{10} 2$

answer is C.

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$3 [l o g_{10} k^{1 / 4} + l o g_{10} k^{1 / 12}] = 3 [\frac{1}{4} l o g_{10} k + \frac{1}{12} l o g_{10} k] = 3 (\frac{1}{3} l o g_{10} k) = l o g_{10} k$

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Find the value of 3[log10k14+log10K112]

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Find the value of $3 [l o g_{10} k^{\frac{1}{4}} + l o g_{10} K^{\frac{1}{12}}]$