Question

help on this last question please???

Answer 1

can you help me please??

Answer 2

@mathmath333

Answer 3

wait

Answer 4

i think its a

Answer 5

as option b,c and d are contradicted

Answer 6

I'm confused...
/:

Answer 7

@aum

Answer 8

in the option b it says only 3 books

Answer 9

it will comprise of 1 book column and 2 book column (as 3=1+2)

Answer 10

=18%+24%=42% hence b is true

Answer 11

so b is NOT my answer or it is?

Answer 12

no b is not

Answer 13

in d it says 4 or more book

Answer 14

so it comprise of '4' and '5 or more ' book column
=12% +4% =16%
hence d is also true

Answer 15

while option c has typo i think
it should be "only 4% students read 5 or more books"

Answer 16

how does option A work?

Answer 17

oops sorry c is not typo c is false

Answer 18

option a is true


\(\large\tt \color{black}{x=\dfrac{50\times100\times24}{12\times100}=100}\)

Answer 19

hence option c is not true

Answer 20

so C is my answer then?

Answer 21

yes i showed u all options

Answer 22

ok, thank you (:

Answer 23

\(\Huge\tt \color{black}{\ddot\smile}\)

Answer 24

Is this right?
@mathmath333

Answer 25

For the first problem:
A. From the pie chart we can see 12% read 4 books and 24% read 2 books. So the number of students who read 2 books is double the number of students who read 4 books. So if 50 students read 4 books then double that number, 100 students, read 2 books. A is true.

B. From the chart what percentage of students did NOT read at least 3 books? That includes percentage of students who read LESS THAN 3 books = percentage that read 2 books + percentage that read 1 book = 24% + 18% = 42%. B is true.

C. From the chart only 4% read 5 or more books. It is four percent and NOT four students. Therefore, C is NOT true.

D. Percentage that read 4 or more books = Percentage that read 4 books + Percentage that read 5 or more books = 12 + 4 = 16%. So D is true.

Answer 26

For the second problem, the range of the data is the highest value minus the lowest value = 1 - (-5) = 1 + 5 = 6.