Question

find the ratio of 32m 128mm is​

Answer 1

Answer:

Question -:

Find the ratio of 32 m by 128 mm is

To find -:

The ratio of both the measurements

Taken -:

Ratio :

$\boxed{\underline{R=\frac{FN}{SN}}}$

Where,

R = Ratio

FN = First number or measurement given

SN = Second number or measurement given

Concept -:

To find ratio first make m into mm .

(1 m = 1000 mm)

So , 32 m :

= 32 × 1000

= 32000 mm

So , now divide and find the ratio of the following measurement .

Solution -:

$\:\:\:\:\:\:\:\::\implies{R=\frac{32000 mm}{128 mm}}$

(Here , 32000÷128=250)

$\:\:\:\:\:\:\:\::\implies{R=\frac{250}{1}}$

$\:\:\:\:\:\:\:\::\implies{R=250:1}$

Answer -:

So , the ratio is 250 : 1 .

Answer 2

Answer:

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GIVEN:

32 M AND 128 MM

TO FIND:

THEIR RATIO.

ALGORITHM:

FIRST CONVERT 32 M TO MM THEN FIND IT'S TO 128MM.

SOLUTION:

1M=1000 MM

32 M=32×1000=32000 mm.

RATIO:

32000 mm/128 mm=250:1