At a convention of monsters, 2/5 have no horns, 1/7 have one horn, 1/3 have two horns, and the remaining 26 have three or more horns. How many monsters a
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let's assume that the total monsters are "M"
Now, according to the question
M-[(2M/5)+(M/7)+(M/3)]=26
M-[(42+15+35)/105]M =26
M[1-(92/105)]=26
M(13/105) = 26
M = (26x105)/13
M = 210
So there are 210 monsters in total.
Now, according to the question
M-[(2M/5)+(M/7)+(M/3)]=26
M-[(42+15+35)/105]M =26
M[1-(92/105)]=26
M(13/105) = 26
M = (26x105)/13
M = 210
So there are 210 monsters in total.
AlbertEinstein123451:
But how you can take 26 horns
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0
Answer:
Let monsters attending the convention be x
x=210
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