Question

The number of rational numbers be-
tween any two rational numbers is​

Answer 1

Answer ♡

Given

Perimeter of Rectangle is 60m

length is 4m more than four times it's breadth

To findi

length and breadth of the Rectangle

Slove

Let us assume the breadth of Rectangle be 'x'

according to the question

length would be => 4m+4x

Perimeter is 60m

Perimeter of Rectangle=2(length+Breadth)

=>60= 2( 4+4x +x)

=>60=2(4+5x)

=>2(4+5x)=60

=>4+5x=30

=>5x= 30-4

=>5x= 26

=>x= 26÷ 5

=>x=5.2

Now , breadth is 5.2m

length = 4+4x=4+4×5.2

length= 4+20.8=24.8m

Check

Perimeter of Rectangle=2( 24.8+5.2)

Perimeter of Rectangle=2(30)

Perimeter of Rectangle= 60m

Extra information=>

Perimeter is the total distance occupy by a solid 2D figure around its edge.

Area of Rectangle= length × breadth

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Answer 2

Answer:

Hërê is your answer dear:-

The additive identity of a rational number is 0 and its additive inverse is the number itself. Multiplicative identity of a rational number is 1 and its multiplicative inverse is the reciprocal of the number. Between any two rational numbers, an infinite number of rational numbers can be positioned.

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Step-by-step explanation:

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