Choose which answer says how much each container holds. Copy and complete the table.

Question

ScanSolve AI Tutor · Accepted Answer

Here are the solutions to the questions: 2. Choose which answer says how much each container holds. a) Cooldrink bottle A Step 1: Observe the label on bottle A, which shows "1,5". This indicates 1.5 . Step 2: Convert 1.5 to litres and millilitres. 1.5 = 1 + 0.5 . Step 3: Convert 0.5 to millilitres: 0.5 × 1000 ml = 500 ml. Step 4: So, 1.5 = 1 and 500 ml. The correct option is iii). iii) 1 and 500 ml b) Milk bottle B Step 1: Observe the label on bottle B, which shows "2 ". The correct option is ii). ii) 2 c) Petrol bottle C Step 1: Observe the markings on bottle C. The liquid level is exactly at the 3 mark. Step 2: The question asks "how much each container holds", which usually refers to the maximum capacity. The container is marked up to 5 . However, 5 is not an option. If the question refers to the volume of liquid shown, it is 3 , which is also not an exact option. Step 3: Given the options, we must choose the closest one to the observed liquid level of 3 . Option ii) 3 and 75 ml = 3.075 . Option iii) 3 and 750 ml = 3.75 . Step 4: Comparing the options to 3 : |3.075 − 3 | = 0.075; |3.75 − 3 | = 0.75 Option ii) is numerically closer to 3 . The correct option is ii). ii) 3 and 75 ml 3. Copy and complete the table. We use the conversion 1 = 1000 ml. Litres in fractions — Litres and millilitres — Litres in decimalsa) — 1 1/2 — 1 500 ml — 1.5 b) — 1 1/4 — 1 250 ml — 1.25 c) — 1 3/4 — 1 750 ml — 1.75 d) — 3 1/2 — 3 500 ml — 3.5 e) — 3 3/4 — 3 750 ml — 3.75 f) — 5 1/2 — 5 500 ml — 5.5 g) — 6 1/4 — 6 250 ml — 6.25 h) — 10 3/4 — 10 750 ml — 10.75

	Litres in fractions	Litres and millilitres	Litres in decimals
a)	$1 \frac{1}{2} \ell$	$1 \ell \ 500 \text{ ml}$	$1.5 \ell$
b)	$1 \frac{1}{4} \ell$	$1 \ell \ 250 \text{ ml}$	$1.25 \ell$
c)	$1 \frac{3}{4} \ell$	$1 \ell \ 750 \text{ ml}$	$1.75 \ell$
d)	$3 \frac{1}{2} \ell$	$3 \ell \ 500 \text{ ml}$	$3.5 \ell$
e)	$3 \frac{3}{4} \ell$	$3 \ell \ 750 \text{ ml}$	$3.75 \ell$
f)	$5 \frac{1}{2} \ell$	$5 \ell \ 500 \text{ ml}$	$5.5 \ell$
g)	$6 \frac{1}{4} \ell$	$6 \ell \ 250 \text{ ml}$	$6.25 \ell$
h)	$10 \frac{3}{4} \ell$	$10 \ell \ 750 \text{ ml}$	$10.75 \ell$

Choose which answer says how much each container holds. Copy and complete the table.

Answers

Step-by-step solution

Part a· 4 steps

Observe the label on bottle A, which shows "1,5".

Convert $1.5 \ell$ to litres and millilitres.

Convert $0.5 \ell$ to millilitres

So, $1.5 \ell = 1 \ell \text{ and } 500 \text{ ml}$ .

Part b· 1 step
$\text{ii) } 2 \ell$

Observe the label on bottle B, which shows "2 $\ell$ ".

Part c· 4 steps
$\text{ii) } 3 \ell \text{ and } 75 \text{ ml}$

Observe the markings on bottle C.

The question asks "how much each container holds", which usually refers to the maximum capacity.

Given the options, we must choose the closest one to the observed liquid level of $3 \ell$ .

Comparing the options to $3 \ell$

Try one yourself

Still stuck on this one?

Choose which answer says how much each container holds. Copy and complete the table.

Answers

Step-by-step solution

Part a· 4 steps

Observe the label on bottle A, which shows "1,5".

Convert 1.5ℓ1.5 \ell1.5ℓ to litres and millilitres.

Convert 0.5ℓ0.5 \ell0.5ℓ to millilitres

So, 1.5ℓ=1ℓ and 500 ml1.5 \ell = 1 \ell \text{ and } 500 \text{ ml}1.5ℓ=1ℓ and 500 ml.

Part b· 1 stepii) 2ℓ\text{ii) } 2 \ellii) 2ℓ

Observe the label on bottle B, which shows "2 ℓ\ellℓ".

Part c· 4 stepsii) 3ℓ and 75 ml\text{ii) } 3 \ell \text{ and } 75 \text{ ml}ii) 3ℓ and 75 ml

Observe the markings on bottle C.

The question asks "how much each container holds", which usually refers to the maximum capacity.

Given the options, we must choose the closest one to the observed liquid level of 3ℓ3 \ell3ℓ.

Comparing the options to 3ℓ3 \ell3ℓ

Try one yourself

Still stuck on this one?

Convert $1.5 \ell$ to litres and millilitres.

Convert $0.5 \ell$ to millilitres

So, $1.5 \ell = 1 \ell \text{ and } 500 \text{ ml}$ .

Part b· 1 step
$\text{ii) } 2 \ell$

Observe the label on bottle B, which shows "2 $\ell$ ".

Part c· 4 steps
$\text{ii) } 3 \ell \text{ and } 75 \text{ ml}$

Given the options, we must choose the closest one to the observed liquid level of $3 \ell$ .

Comparing the options to $3 \ell$