how many full locations can a coin of diameter 1.4 CM complete along the diagonal of a rectangular table with dimensions 80 centimetre × 60 CM
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Length =L=80cm
Breadth=B=60cm
Diagonal =x=?
So use Pythagorean theorem
L square + B square = x square
80(80)+60(60)= x square
6400+3600=x square
10000= x square
So, x = 100 cm
Therefore diagonal = 100cm
Circumference of circle = 2( pie) r
= 2(22/7)0.7
= 2(22)0.1
=44(0.1)
=4.4cm
So, number of times coin will revolve = 100/4.4
= 22.72
So coin will revolve 22 times to cover the distance of the diagonal
PLS MARK IT AS BRAINLIEST
Breadth=B=60cm
Diagonal =x=?
So use Pythagorean theorem
L square + B square = x square
80(80)+60(60)= x square
6400+3600=x square
10000= x square
So, x = 100 cm
Therefore diagonal = 100cm
Circumference of circle = 2( pie) r
= 2(22/7)0.7
= 2(22)0.1
=44(0.1)
=4.4cm
So, number of times coin will revolve = 100/4.4
= 22.72
So coin will revolve 22 times to cover the distance of the diagonal
PLS MARK IT AS BRAINLIEST
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