Find the ratio in the simplest form:
$35 d a y s t o 3 w e e k$

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Solution

Given $35 d a y s t o 3 w e e k$
Convert $3 w e e k$ into days.
$3 w e e k = 3 \times 7 = 21 d a y s$ $[∵ 1 w e e k = 7 d a y s]$
A ratio says how much of one thing there is compared to another thing.
Since $35 d a y s t o 3 w e e k = \frac{35}{21}$
$= \frac{\overset{5}{35}}{\underset{3}{21}}$
$∴ 35 d a y s t o 3 w e e k = 5 : 3$
Hence the ratio in the simplest form of $35 d a y s t o 3 w e e k$ is $5 : 3 .$

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Find the ratio in the simplest form:35daysto3week

Given 35daysto3weekConvert 3week into days.3week=3×7=21days [∵1week=7days]A ratio says how much of one thing there is compared to another thing.Since 35daysto3week=3521 =355213∴35daysto3week=5:3Hence the ratio in the simplest form of 35daysto3week is 5:3.

Find the ratio in the simplest form:
$35 d a y s t o 3 w e e k$