Sara bought strawberries from the market. She and her husband ate half of them before dinner, and they put the remaining $4$ oz of strawberries on top of the ice cream for dessert. Sara bought total grams of strawberries.

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Solution

Number of strawberries that Sara and her husband ate $=$ Half of the strawberries bought

Strawberries left $= 4 oz$

Hence, Total strawberries bought
$= 4$ oz $+ 4$ oz
$= 8$ oz

$∵ 1 g = 0.04 oz \Rightarrow 1 oz = \frac{1}{0.04} = 25 g$

$\Rightarrow 8 oz = 8 \times 25 g = 200$ g
Answer:
Total strawberries bought
$= 8$ oz
$= 200$ g.

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Sara bought strawberries from the market. She and her husband ate half of them before dinner, and they put the remaining 4 oz of strawberries on top of the ice cream for dessert. Sara bought total grams of strawberries.

Number of strawberries that Sara and her husband ate = Half of the strawberries bought Strawberries left =4 oz Hence, Total strawberries bought =4 oz + 4 oz =8 oz ∵1 g=0.04 oz⇒1 oz=10.04=25 g ⇒8 oz=8×25 g=200 g Answer: Total strawberries bought =8 oz =200 g.

Sara bought strawberries from the market. She and her husband ate half of them before dinner, and they put the remaining $4$ oz of strawberries on top of the ice cream for dessert. Sara bought total grams of strawberries.