Math, asked by nived72, 6 months ago

why is inverse if Y is inversely proportional to X and X equals to 2 and when y = 2 20 then what is the value of x and y = 1.25

Answers

Answered by shravnipatil3824

Answer:

be my best friend for ever

Answered by priyanka0506

$\huge\underline\mathcal\blue{Question}$

why is inverse if Y is inversely proportional to X and X equals to 2 and when y = 2 20 then what is the value of x and y = 1.25

$\huge\purple{\boxed{\boxed {32 }}}$

$\huge\underline\bold\red{Explaination: }$

Y is directly proportional to 1/x

xy =k( where k is some constant)

so x=2

and y=20

k =xy

k =2*20

k =40---------(equation 1)

now for y =1.25

k =xy

k =x*1.25

k = 1.25x ----------- (equation 2)

from (equation 1 & equation 2)

k =k

40 =1.25x

$\frac{40}{1.25} = x \\ x = 32$

$\huge\mathbb\green{Mark\:as \:brainliest\: plz }$

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and i answered again u didn't marked me brainliest

in any of the question

plz mark as brainliest.....

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why is inverse if Y is inversely proportional to X and X equals to 2 and when y = 2 20 then what is the value of x and y = 1.25​

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why is inverse if Y is inversely proportional to X and X equals to 2 and when y = 2 20 then what is the value of x and y = 1.25