Math, asked by abinaya20, 1 year ago

A ladder has rungs 25 cm apart .the rungs decrease uniformly in length from 45 cm to 25 cm at the top .if the top and bottom rungs are 2.5 metre apart , what is the length of the wood required for the rungs

Answers

Answered by swathika23
31
distance between the top and bottom of rungs= 2.5m
=250cm

distance between 2 continuous rungs=25
so total number of rungs=250/25 +1=11
so, 
n= 
11
d=25
a=45
l=25

sn=n/2(a+l)
sn=11/2(45+25)
=11/2(70)   
=11*35
thus sn = 385cm
length of wood required to make the rungs= 385 cm

 
hope it helps!!!
Answered by Anonymous
14
Hope this helps you...
--------
distance between the top and bottom of rungs= 2.5m
=250cm
distance between 2 continuous rungs=25
so total number of rungs=250/25 +1=11
so,
n= 11
d=25
a=45
l=25

sn=n/2(a+l)
sn=11/2(45+25)
=11/2(70)
=11*35
thus sn = 385cm
length of wood required to make the rungs= 385 cm

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