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liubo4ka [24]
3 years ago
13

The 11th grade class at Red Hook high school was surveyed about the types of music they liked. Of those surveyed, 64% said they

liked pop music and 52% said they liked rap music. If 38% said they liked both pop and rap, what percent of those surveyed liked neither?
a 36%
b 31%
c 27%
d 22%
Mathematics
1 answer:
elena55 [62]3 years ago
3 0

22% of those surveyed liked neither pop nor rap music.

Step-by-step explanation:

It is given that,

The 11th grade class at Red Hook high school was surveyed about the types of music they liked.

  • Pop music ⇒ 64%
  • Rap music ⇒ 52%
  • Both pop and rap music ⇒ 38%

We know that, the total survey is 100%.

<u>To find the percent of those surveyed liked neither of the music :</u>

Let x be the percentage of those liked neither pop or rap music.

The formula used here is ,

Total = Pop + rap - Both + neither.

⇒ 100% = 64% + 52% - 38% + x

⇒ 100% = 78% + x

⇒ 100% - 78% = x

⇒ x = 22%

Therefore, 22% of those surveyed liked neither pop nor rap music.

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4 0
3 years ago
Order from least to greatest
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Answer: 
In order from least to greatest: 0.25, 3 ⅜, 3 <span>⅖</span>; 

Or, write as: 0.25 < 3 ⅜ < 3 ⅖ .
___________________________________
Explanation:

0.25 =  ¼ l  (less than "1"); the lowest of the three given values. 

The remaining two values have the same whole number of 3, and a fraction:
   3 <span>⅖ ;</span> and 3 ⅜.

The least common multiples among the denominators of the fraction values is 40.   ⅖ = ?/40 ; 5*? =40? 5* 8 = 40, so 2*8 = 16;
Thus, ⅖ = 16/40, and 3 ⅖ = 3 16/40.  3/8 = ?/40? 8*5 =40; so 3*5 = 15 ; thus ⅜ = 15/40; and
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3 15/40 is less than than 3 16/40;  
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So, in order from least to greatest: 0.25, 3 ⅜, 3 ⅖; 
Or, write as: 0.25 < 3 ⅜ < 3 ⅖ .

7 0
3 years ago
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