Question

I
3. From a deck of cards, 10 cards are picked at
random and shuffled. The cards are as follows:
6,5, 3, 9, 7, 6, 4, 2, 8, 2
Find the probability of picking a card having value
more than 5 and find the probability of picking a
card with an even number on it.
Note: Total number of cards - 10
Total cards having value more than 5 - 5(6,9,7,6,8)
Totalcards having an even number - 6 (6, 6, 4, 2, 8, 2)]

Answer 1

Answer:

probability of value more than 5 =5/10=1/2

probability of even number =6/10=3/5

Answer 2

$\huge{\orange{\underline{\blue{\mathscr{Question}}}}}$

From a deck of cards, 10 cards are picked at

random and shuffled. The cards are as follows:

6,5, 3, 9, 7, 6, 4, 2, 8, 2

Find the probability of picking a card having value

more than 5 and find the probability of picking a

card with an even number on it.

Note: Total number of cards - 10

Total cards having value more than 5 - 5(6,9,7,6,8)

Totalcards having an even number - 6 (6, 6, 4, 2, 8, 2)]

$\huge{\orange{\underline{\pink{\mathscr{Answer}}}}}$

Cards selected at random shuffling

$\hookrightarrow\:6 \:,\:5\:,\:3\:,\:9\:,\:7\:,\:6\:,\:4\:,\:2\:,\:8\:,\:2$

Therefore the total number of outcomes are 10

Figuring out the cards that have value more than 5 . We get the following cards

a ) 6

b ) 9

c ) 7

d ) 6

e ) 8

Total number of cards that have value more than 5 = 5

Hence , probability of picking a card that have value more than 5

$\mapsto\:\dfrac{Favorable\: outcomes}{Total\: number\:of\: outcomes}$

$\mapsto\:\dfrac{5}{10}\:or\:\dfrac{1}{2}$

Figuring out the cards with even number on them . We get these following cards

a )6

b )6

c )4

d )2

e ) 8

f ) 2

Total number of cards that have even number on them = 6

Thus , probability of picking a card with a even number on it

$\mapsto\:\dfrac{Favorable\: outcomes}{Total\: number\:of\: outcomes}$

$\mapsto\:\dfrac{6}{10}\:or\:\dfrac{3}{5}$