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IgorLugansk [536]
3 years ago
14

haley spent 1/2 of an hour playing on her phone. that used up 3/8 of her battery. how long would she have to play on her phone t

o use the entire battery?
Mathematics
1 answer:
bonufazy [111]3 years ago
6 0
She would need to play 50 minutes more to waste all her battery. In total 80 minutes.
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What times 44 equals 2020
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Answer:

its not a whole number

2020 divided by 44 in decimal = 45.90

2020 divided by 44 in fraction = 2020/44

2020 divided by 44 in percentage = 4590.90909091%

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The answer would be 186
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A bowl contains 20 red balls and 20 blue balls. A man selects balls at random without looking at them. How many balls must he se
mario62 [17]

Answer:

we will select 9 balls to be sure of having at least five balls of the same color.

Step-by-step explanation:

Given that:

The bowl contains (20 red + 20 blue) balls = 40 balls

If we are to select 5 balls out of the 40 balls.

Let R = red and B = blue

The combinations can be:

5R + 0 B

4R + 1 B

3R + 2 B

1R + 4 B

0 R + 5 B

From above, we will notice that there are valid proof that there are 5 balls of the same color.

If we select six balls, we have:

= (6R + 0 B ), (5R + 1 B ), (4R + 2 B ), (3R + 3 B ), (2R + 4 B ), (1R + 5 B ), (0R + 6 B )

If we select seven balls, we have:

= (7R + 0 B ), (6R + 1 B ), (5R + 2 B ), (4R + 3 B ), (3R + 4 B ), (2R + 5 B ), (1R + 6 B ),  (0R + 6 B ).

If we select eight balls, we have:

= (8R + 0 B ), (7R + 1 B ), (6R + 2 B ), (5R + 3 B ), (4R + 4 B ), (3R + 5 B ), (2R + 6 B ),  (1R + 7 B ), (0R + 8B)

Now, selecting nine balls, we have the following combinations:

= (9R + 0 B ), (8R + 1 B ), (7R + 2 B ), (6R + 3 B ), (5R + 4 B ), (4R + 5 B ), (3R + 6 B ),  (2R + 7 B ), (1R + 8B), (0R + 9B).

Thus, we can see that all the combinations comprise of 5 balls with at least one color.

Therefore, we will select 9 balls to be sure of having at least five balls of the same color.

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2,4 mean 2 in high and 4 in long and 4,2 is 4in high and 2 in long... 
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