One apple weighs $75$ grams and one orange weighs $40$ grams. Determine the weight of $x$ apples and $y$ oranges.

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Solution

Weight of an apple $= 75$ grams
Weight of an orange $= 40$ grams
Weight of $x$ apples $= 75 \times x$
$= 75 x$ grams
Weight of $y$ oranges $= 40 \times y = 40 y$ grams
Therefore, total weight of $x$ apples and $y$ oranges $= (75 x + 40 y)$ grams

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One apple weighs 75 grams and one orange weighs 40 grams. Determine the weight of x apples and y oranges.

Weight of an apple =75 gramsWeight of an orange=40 gramsWeight of x apples =75×x=75x gramsWeight of y oranges =40×y=40y gramsTherefore, total weight of x apples and y oranges =(75x+40y) grams

One apple weighs $75$ grams and one orange weighs $40$ grams. Determine the weight of $x$ apples and $y$ oranges.

Weight of an apple $= 75$ grams
Weight of an orange $= 40$ grams
Weight of $x$ apples $= 75 \times x$
$= 75 x$ grams
Weight of $y$ oranges $= 40 \times y = 40 y$ grams
Therefore, total weight of $x$ apples and $y$ oranges $= (75 x + 40 y)$ grams