Brand A has a recognition value of $47 million more than Brand B. If the total value of these two brands is $113 million, find the value of each brand.

so a-47=b so total value =113 times 1,000,000=113,000,000=a+b subtitute a-47=b into equation
a+a-47=113,000,000 add 47 to both sides 2a=113,000,047 divide both sides by 2 $56,500,023.5=a or roughly 56.5 million
a-47=b 56,500,032.5-47=b 56,499,976.5=b
so 56,500,023.5=a 56,499,976.5=b

Answered by apologiabiology | 2024-06-10

Brand A is valued at $80 million, while Brand B is valued at $33 million. This is based on the information that Brand A is $47 million more valuable than Brand B, and the total of both brands is $113 million. Using simple algebraic equations, we can solve for both values easily.
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Answered by apologiabiology | 2024-12-26