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Nataly_w [17]
4 years ago
15

You have a job that’s pays $15.00 an hour. You really want to get geared up. How many hours do you need to work in order to save

up for skiis or a snowboard plus extra gear? Your rent is $665 a month plus you have a $100 phone bill and $120 in other expenses. You work 37 hours a week.
1 how much money do you make a month?

2 how much are your expenses?

3 how much money do you spend on extra?


4 how much can you afford to save each month?
Mathematics
1 answer:
dolphi86 [110]4 years ago
7 0
Use Photomath trust me is better than brainly
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Find two prime numbers between 30 and 45.
prohojiy [21]
The prime numbers between 30 and 45 are 31, 37, 41, and 43
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Jackie filled the blue water balloon with 12.25 ounces of water and the red water balloon with 5.5 ounces of water. How much mor
tekilochka [14]

All you do is subtract 5.5 oz from 12.25 oz, so the answer is that the blue balloon has 6.75 more oz than the other balloon.

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3 years ago
The area of a square is 25 square yards. How long is each side of the square
enot [183]
So to solve for the area of a square you use the formula s^2. so in order to get the side length you just square root 25 which is 5
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4 years ago
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in sale, normal prices are reduced by 20%. The normal price of a coat is reduced by £15. how do you work out the normal price?
olchik [2.2K]
We know that a 20%=£15
x=the normal price of a coat =100%

20% / £15=100% / x
x=(100%*£15) / 20%=£75

Answer: the normal price of this coat would be £75.
3 0
3 years ago
Five standard six-sided dice are rolled. We are told there is no three-of-a-kind, but there is a pair of dice that show the same
Neko [114]

The probability that after re-rolling these three dice, at least three of the five dice show the same value is  \frac{4}{9}

Of the three dice rolled, one may match the original pair and two are different, and this can occur three ways:

(\frac16 \times \frac56 \times \frac56 ) + ( \frac56 \times \frac16 \times \frac56 ) + ( \frac56 \times \frac 56 \times \frac 16 )  =  \frac {75}{216}

[ where \frac{1}{6} is the probability of matching the first two and \frac{5}{6} is the probability of not matching the first two ]

Or, two may match the original pair and one is different

( \frac16 \times \frac16 \times \frac 56 ) + ( \frac16 \times \frac56 \times \frac 16 ) + ( \frac56 \times \frac16 \times \frac16 )  = \frac {15}{216}

Or, all three may match the original pair

( \frac 16 \times \frac 16 \times \frac 16 )  = \frac {1}{216}

Or, all three may  be the same, but not match the original pair:

( \frac 56 \times \frac 16 \times\frac 16 )  =  \frac {5}{216}

[ where \frac{5}{6} is the probability of getting a new number and \frac{1}{6} is the probability of matching that new number ]

Adding these together: \frac {75}{216} + \frac {15}{216} + \frac 1{216} + \frac 5{216}  =  \frac {96}{216}  = \frac 49

To learn more about probability with the given link

brainly.com/question/11234923

#SPJ4

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