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08.07.2019 •
Mathematics
From 1980 to 1990, lior’s weight increased by 25%. if his weight was k kilograms in 1990, what was it in 1980?
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Ответ:
Ththe weight of Lior in 1990 in terms of k is![\frac{4}{5} k](/tpl/images/0065/5386/6d1ec.png)
Let the weight of Lior in 1980 be "w"
If Lior's weight increased by 25%, his new weight was "k". This can be expressed as:
w + (25% of w) = k
w + (0.255w) = k
w + 0.15w = k
1.25w = k
Divide both sides by 1.25
This shows that the weight of Lior in 1990 in terms of k is![\frac{4}{5} k](/tpl/images/0065/5386/6d1ec.png)
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Ответ:
Then Lior's 1980 weight, mult. by 1.25, results in his 1990 weight, or k kg.
Let his 1980 weight be w. Then 1.25w = k. Divide both sides by 1.25 to obtain w, Lior's 1980 weight:
1.25 w = k
= (4/5)k, or 4k/5 (answer)
1.25 1.25
Ответ: