# How Replace Social Security Card

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If you are looking for the answer of how replace social security card, you’ve got the right page. We have approximately 10 FAQ regarding how replace social security card. Read it below.

## if the card is lost, can it be replaced?(SCHOOL CARD)ಥ‿ಥ​

Ask: if the card is lost, can it be replaced?
(SCHOOL CARD)ಥ‿ಥ​

yes

Explanation:

ano po bang nangyari sa school card mo

yes

Explanation:

## A card is drawn at random from a pack of

Ask: A card is drawn at random from a pack of 52 playing cards, and the replaced. The process is repeated
a total of 260 times. How many times would you expect the card drawn to be:

5 times

divide nyo lng po yung 260 and 52

## Given a standard deck of cards, find the probability of

Ask: Given a standard deck of cards, find the probability of each event.

selecting a black card or a king if 2 cards are drawn with replacement
selecting a queen or an ace if 2 cards are drawn with replacement

However, The probability of getting a black card or an ace [which we may denote as P(black or ace)] is not P(black) + P(ace) since the former is 28/52 (there are 26 black cards and 2 red aces) while the latter is 26/52 + 4/52.

## Glven a standard deck of cards, find the probability of

Ask: Glven a standard deck of cards, find the probability of each event.
1. Selecting a black card or a king if 2 cards are drawn with replacement
2. Selecting a queen or an ace if 2 cards are drawn with replacement​

1. With replacement of card

4/52 * 4/52

without replacement

4/52 * 3/51

2. there are 4aces in a pack of 52.one of each suit

## A social security numbèr contains nine digits such as 074-66-7795

Ask: A social security numbèr contains nine digits such as 074-66-7795 how many different social security number can be formed?​

A social security number contains nine digits such as 074-66-7795 how many different social security number can be formed?​

Number of ways = 10 x 10 x 10 x 10 x 10 x 10 x 10 x 10 x 10

= 10^9

= 1 000 000 000

There will be 10^9 or 1 000 000 000 different social security number that can be formed.

## a box contains 5 different cards with numbers on it

Ask: a box contains 5 different cards with numbers on it as shown below
card1 – 9
card2 – 1
card3 – 8
card4 – 5
card5 – 2

a.What are the different outcomes when a card is drawn?
b.are the outcomes equally like to occur
c.list down all the possible outcomes of drawing 2 different cards
d.how many possible outcomes of having 3 different cards are there

[tex]green{ rule{00pt}{300000pt}}[/tex]

## how many 3-card arrangements can be made from a standard

Ask: how many 3-card arrangements can be made from a standard deck of cards if replacement is allowed?​

we note that there 52 ways to choose the first card, 51 ways to choose the second card, and 50 ways to choose the third card, for a total of 52*51*50=132,600 ways. More generally, there are n!/(n-k)

Step-by-step explanation:

sinearch ko lang:>

20%po

Step-by-step explanation:

60/3

20

## 2. An experiment consists of randomly choosing colored card from

Ask: 2. An experiment consists of randomly choosing colored card from a box. Use the result tofind the experimental probability of each eventOutcomebluegreenredyellowFrequency712813a. Choosing an orange cardb. Choosing a green cardc. Choosing a yellow cardd. Not choosing a yellow carde. Not choosing a blue​.

Step-by-step explanation:

please see the analysis hope it helps

## 10 cards are labeled from a to j then placed

Ask: 10 cards are labeled from a to j then placed in a box identify the following results as to experiment outcome sample space sample point or event write your answer on space provided before each number

1.S={A,B,C…J}
2.picking a card in a box
3.picking a card with vowel letter writing on it .
4.A,B,C,D,E,F,G,H,I,J
5.picking card A,cardB,cardC,cardD,cardE,cardJ

Sample space

experiment

Event

Sample point

Sample space

## Find the probability of drawing 3 aces at random from

Ask: Find the probability of drawing 3 aces at random from a deck of 52 ordinary cards if the cards are replaced ,not replaced

There are 4 aces

If cards are replaced:
Probability of drawing 3 aces= (4/52)(4/52)(4/52)
=64/140608
=1/2197

If cards aren’t replaced
Probability of getting 3 aces=(4/52)(3/51)(2/50)
=24/132600
=1/5525