A bicycle club conducted a survey to find out which city bicycle path was most popular. Sixty of the club’s 497 members were chosen at random and asked which bike path they liked the most. The club made a table of the results. What inferences can be drawn from this survey? Path Central Riverside Maple Park West Slope Total Number of responses 5 24 20 11 60 Choose all answers that are correct. A. About 24% of the club members like the Riverside path the most. B. About 33% of the club members like the Maple Park path the most. C. Maple Park is the path preferred by most club members. D. The Central path is preferred by the fewest club members.

Answers

Answer 1

Answer: so we have 60

then we have
central:5
Riversie:24
Maple park:20
west:11
they all add up to sixty

so we find their percentages
percent means part out of 100 wo what you do is
5/60=1/12=0.0833333333/1 then make bottom number 100 so 0.08333/1 times 100/100=8.3/100=8.3%

so the others are
24/60=2/5=0.40/1 times 100/100=40/100=40%
20/60=1/3=0.333333/1 times 100/100= 33.33/100=33.33%
11/60=0.1833/1 times 100/100=18.33/100=18.33%

so now we have

central:8.33%
Riversie:40%
Maple park:33.33%
west:18.33%

so we look at our options
A. riverside=24% FALSE
B. maple park=33.33% TRUE
C.maple park has highest percentage FALSE
D. central is smallest percentage TRUE

answer is B and D

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Answers

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add 9 to both sides
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Answers

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Answers

Answer:

X=2

Step-by-step explanation:

Step 1: Simplify both sides of the equation.

120(2x−2)=240

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Step 2: Add 240 to both sides.

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☆ please work out on paper if you can☆

Answers

-- From the 1st to the 2nd column:
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Calories increased by 28 = 14 more calories per each additional gram of fat.

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Calories increased by 112 = 14 more calories per each additional gram of fat.

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Which expression matches this situation?

A) 7a

B) a - 7

C) a + 7

D) 7 - a

Answers

Answer:

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Step-by-step explanation:

To correctly express this algebraic expression we just have to separate the terms, the age of Jose is oue incognita, and to know his age 7 years from now we just have to add the years that we know the age from today, and in this problem they ask us to create an expression that shows his age 7 years from now:

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