Suppose you choose to keep a jar of readjust on her desk. Currently, the jar includes the following: 17 Pennies 10 Dimes 19 Nickels

starrkingschool.net:

0.0688 = 6.88% probability the you reach into the jar and also randomly grab a nickel and then, without replacement, a penny.

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Step-by-step explanation:

A probability is the variety of desired outcomes divided by the number of total outcomes.

Probability of grabbing a nickel:

19 nickels out of 17+10+19+23 = 69 coins, so:

\"*\"

Probability that grabbing a penny, considering the an initial coin ordered was a nickel:

17 pennies the end of 68 coins. So

\"*\"

What is the probability the you reach right into the jar and randomly take a nickel and then, there is no replacement, a penny?

\"*\"

0.0688 = 6.88% probability the you reach into the jar and randomly seize a nickel and then, there is no replacement, a penny.


6 0
7 months ago

Solve 2x2 + 12x − 14 = 0 by perfect the square.
seraphim <82>
According to mine calculations, the starrkingschool.net would certainly be 2(x + 3)2 = 32; x = 1, x = −7.(hope this helps)
5 0
4 month ago

Use the WeierstrassM-test to show that every of the following series converges uniformly ~ above the provided domain:
ryzh <129>

starrkingschool.net:

Step-by-step explanation:

Given a collection

\"*\"
, the Weierstrass M-test tell us that if we uncover a succession of hopeful numbers
\"*\"
such the
\"*\"
in a particular domain D, and the series
\"*\"
converges, then the collection
\"*\"
converges uniformly in the domain D.

So, our target is to uncover the so dubbed sequence

\"*\"
. The main idea is to bound the succession of attributes
\"*\"
.

Now, an alert that the worths of z are constantly positive, for this reason

\"*\"
is constantly positive, for this reason
\"*\"
because that all worths of z in
\"*\"
. Then,

\"*\"

because if us make the worths of the denominator smaller, the whole portion becomes larger.

Moreover, together z is in the term <0,r>, we have that

\"*\"
and as an effect
\"*\"
. With this in enhancement to the vault bound us obtain

\"*\"

With this, our sequence is

\"*\"
and the corresponding collection is
\"*\"
, i m sorry is a geometric collection with ratio less than 1, hence it is convergent.

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Then, as consequence of Weierstrass M-test we have actually the uniform convergence the the series in the offered domain.


6 0
7 months ago

Write a word problem that inclueds you come divide
N76 <4>
Roslyn has actually 25 barbie dollsif every barbie house deserve to fit 5 dolls, how countless barbie residences does she need for her dolls?
5 0
11 month ago
Read 2 an ext starrkingschool.nets

By what number must I main point 1 1/4 through to achieve 3/4(fractions)
Reptile <31>
1 1/4x = 3/45/4x = 3/4x = (3/4) / (5/4)x = 3/4 * 4/5x = 12/20 i beg your pardon reduces to 3/5check..1 1/4 * 3/5 =5/4 * 3/5 =15/20 reduces to 3/4 so u would certainly multiply 1 1/4 by 3/5 to get 3/4
7 0
6 months ago
Read 2 more starrkingschool.nets
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