Question

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Answer 1

$\huge\color{blue}{\mid{\fbox{\tt{Solution}}\mid}}$

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Length of milk container = 8cm

breadth of milk container = 50cm

It is given that the container can hold 4 litres of milk

i. e. Volume = 4L=4×1000cm³ (1L=1000cm³)

=4000cm³

Now, volume of container = Length × breadth × height

i. e.

4000=50×8× height (h)

4000=400×h

4000/400 = 10(h)

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HENCE, THE HEIGHT OF THE MILK CONTAINER IS 10CM

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$\small\fbox\pink{Hope\:its\:helpful}$

Answer 2

Answer:

10 cm

Step-by-step explanation:

$\bf{ \pink{ \underline{Given : }}}$

• Container's lenght = 8 cm
• Container's width = 50 cm
• Capacity that container can hold = 4 litres

$\bf{ \pink{ \underline{To \: Find : }}}$

• Height of the container so that it can hold 4 litres of milk

$\bf{ \pink{ \underline{Solution: }}}$

$\sf{Let \: \red{"h"} \: be \: the \: height \: of \: the \: container. }$

$\sf{Volume : }$

$\sf{ \implies\:{4L }}$

$\sf{ \implies \:4 \times 1000 }$

$\sf{\implies \: 4000 \:cm^{3} \quad\quad\quad[\because 1 \: L= 1000\: cm^{3}]} \:$

Now,

$\bf{Volume\:of\:Container = lbh}$

Where,

• l = lenght
• b = breadth (width)
• h = height

Putting values in the above formula,

$\bf{\longrightarrow\: 4000 = 80\times 50 \times h}$

$\bf{\longrightarrow \: 4000 = 400 \times h}$

$\displaystyle{\bf{ \longrightarrow\: \frac{4000}{400}= h}}$

$\displaystyle{\bf{ \longrightarrow\: \frac{40 \cancel{00}}{4 \cancel{00}}= h}}$

$\displaystyle{\bf{ \longrightarrow\: \frac{ \cancel{40}}{\cancel{4}}= h}}$

$\bf{\longrightarrow \: 10 = h}$

$\bf{ \pink{ \underline{Hence, }}}$

$\blue{ \tt{ \: \bullet \: \:The \: height \: of \: the \: milk \: container \: is \: 10 \: cm. }}$