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Answer:

the meaning of this thought probably is that you should always practice before and event as if you have never won before and you have to win this time and give your best and perform like you never loss means that you should perform as if you are Fearless and full of confidence

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Answer:

10,000

Step-by-step explanation:

let original price is 100

marked price is 130% of 100 = 130

discount is 25%

so ,

130 - 25% of 130 = 97.5

97.5 --> 9750

1--> 100

so for 100 --> 100*100 =10,000

Given,

The price of a chair increased by = 30%,

Discount = 25%,

Price after discount = 9750.

To find,

Original price.

Solution,

We can solve this problem simply by following the below process.

Firstly, let the price of a chair be x.

It is given that the price is first increased by 30%, so, the new price will be,

x + 30% of x

= [tex]x+\frac{30}{100} x[/tex]

= x + 0.3x

= 1.3x

Now, a discount of 25% is given on the chair. This will be applicable to the new price after increment, that is, on (1.3x), so here, the new price after discount will be,

1.3x - 25% of 1.3x

[tex]=1.3x-\frac{25}{100} (1.3x)[/tex]

= 1.3x - 0.25(1.3x)

= 0.75(1.3x)

= 0.975x

The price after discount is given as 9750, so,

0.975x = 9750

[tex]x=\frac{9750}{0.975}[/tex]

x = 10000.

Therefore, the original price was 10000.

Answer:

In the 1970s, an organized resistance to the destruction of forests spread throughout India and came to be known as the Chipko movement. The name of the movementcomes from the word 'embrace', as the villagers hugged the trees, and prevented the contractors' from felling them.

A major impact of the Chipko movement was that it prompted the Union government to amend the Indian Forest Act, 1927, and introduced the Forest Conservation Act 1980, which says forest land cannot be used for non-forest purpose.

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I don't know the answer

Answer:

Option (D) is correct.

Step-by-step explanation:

Given 56 : 91 :: 78 : ?

We have to find the value of '?'.

Let ? = x

That is [tex]\frac{56}{91} = \frac{78}{x}[/tex]

56x = 78 × 91

56x = 7098

x = [tex]\frac{(78)(91)}{56}[/tex] = [tex]\frac{7098}{56}[/tex] = 126.75

x ≈ 126.75

Hence option(D) that is x ≈126.47

Therefore ? ≈ 126.75 approximate

Therefore option (D) is correct.