A conical tent has a capacity of 100.5 cubic meters if its base is 50.25 what is the height
Answers
Answered by
0
Answer:
Apply the formula 1/3 pie r2*h.
Step-by-step explanation:
Value of pie is 22/7
Put the value of pie,radius,volume,
Then u will get height
Answered by
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....given,
volume = 100.5
it's base = 50.25
r = d/2
we can take base as diameter so , 50.25 /2
=25.125
now radius = 25.125
the volume of conical tent = 1/3πr^2h
1/3π^r2h=100.6
1/3×22/7×25.125×2.5.125 h = 100.6
1/3 ×22×3.575×8.375 ×h = 100.6
h=3/1×1/22×1/3.575×1/8.375×100.6
h = .2012/11×0.003×0.8375
= 0.2012/ 0.0276375.
I tried this , calculation of point is hard but got this , answer
you plz try it .
volume = 100.5
it's base = 50.25
r = d/2
we can take base as diameter so , 50.25 /2
=25.125
now radius = 25.125
the volume of conical tent = 1/3πr^2h
1/3π^r2h=100.6
1/3×22/7×25.125×2.5.125 h = 100.6
1/3 ×22×3.575×8.375 ×h = 100.6
h=3/1×1/22×1/3.575×1/8.375×100.6
h = .2012/11×0.003×0.8375
= 0.2012/ 0.0276375.
I tried this , calculation of point is hard but got this , answer
you plz try it .
anjali729:
hello
bhaiya
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