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diamong [38]
2 years ago
14

Write 2 In 6 + 3 In 4 - 5 In (1/3) as a single logarithm

Mathematics
1 answer:
liberstina [14]2 years ago
3 0

Answer:

ln 559872

Step-by-step explanation:

2 In 6 + 3 In 4 - 5 In (1/3) = ln 6² + ln 4³ - ln (⅓)⁵

= ln 36 + ln 64 - ln 1/243

= ln [(36×64)/(1/243)]

= ln 559872

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<span>D) If x=19, then 2x-3=35
proof
</span>
If x=19,  2(19)-3=38-3=35  so <span> If x=19, then 2x-3=35 is verified
</span>if <span>2x-3=35, so </span><span>2x=35 + 3, </span><span><span>2x=38 implies x = 19, so x =19 is verified

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<span>If x=19 if and only if  2x-3=35 </span>
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