Math, asked by harshinikamal6554, 8 months ago

pls answer my question with an explanation

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Answered by padmasai2446nms
1

Answer:

a= 7/15= 0.4666

b= 11/21= 0.52

therefore b is much closer

Answered by TakenName
2

A and B problem

First, sum A is \dfrac{2}{15} +\dfrac{3}{15}.

Second, sum B is \dfrac{18}{21} -\dfrac{7}{21}.

A is \dfrac{1}{5}. B is \dfrac{11}{21}.

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To find: Distance from 1/2

Solution: Use subtraction on number line.

Between A and 1/2, last one is greater. So distance will be \dfrac{1}{2} -\dfrac{1}{5}.

The distance to 1/2 is \dfrac{3}{10}.

Between B and 1/2, first one is greater. So distance will be \dfrac{11}{21} -\dfrac{1}{2}.

The distance to 1/2 is \dfrac{1}{42}.

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The distance \dfrac{3}{10} from A is greater than B, \dfrac{1}{42}.

The grid problem

? × 5 × 2 = 1 → ? = 1/10

20 × 1 × ? = 1 → 1/20

1/2 × ? × 10 = 1 → ? = 1/5

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