hey here is your answer!!!
given that - ⅔ part of tank is full of water !!
concept used - diagonal of the cuboid divides cuboid into equal volumes
calculation -
let the volume of a tank be - X
water in tank - (⅔) X
when we tilt the tank , the water becomes the diagonal shape i.e half of water left and 93.5 litres of water flown out .
★ (⅔) X - 93.5 = X/2
★ 2x - 280.5 = (³/2) X
★ - 280.5 = - ( X/2)
★ X = 561 litre
hence , the capacity of the tank is 561 litre!!!
I hope this will help you
remember to mark me as BRAINLIEST
itz Mich Riya
Answer:
Maine kab baat Kiya apse, maine toh bass reply Kiya tha. aur ha mujhe apse baat karne ka koi bhi shok nahi hai.
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Verified answer
hey here is your answer!!!
given that - ⅔ part of tank is full of water !!
concept used - diagonal of the cuboid divides cuboid into equal volumes
calculation -
let the volume of a tank be - X
water in tank - (⅔) X
when we tilt the tank , the water becomes the diagonal shape i.e half of water left and 93.5 litres of water flown out .
★ (⅔) X - 93.5 = X/2
★ 2x - 280.5 = (³/2) X
★ - 280.5 = - ( X/2)
★ X = 561 litre
hence , the capacity of the tank is 561 litre!!!
I hope this will help you
remember to mark me as BRAINLIEST
itz Mich Riya
Answer:
Maine kab baat Kiya apse, maine toh bass reply Kiya tha. aur ha mujhe apse baat karne ka koi bhi shok nahi hai.