a 6 ft adult has a shadow 3.6 ft long. How long is the shadow of a 5 ft child standing next to the adult?
2.6ft
Cross multiply and solve for x.
6/3.6 = 5/x
Oh yea yea
2.6
To determine the length of the shadow of the 5 ft child, you can set up a proportion using the given information.
Let's assign variables:
Let x be the length of the shadow of the 5 ft child.
We have the following ratios:
6 ft adult's height : 3.6 ft adult's shadow length
5 ft child's height : x ft child's shadow length
Using these ratios, we can set up the proportion:
(6 ft / 3.6 ft) = (5 ft / x ft)
To solve for x, we can multiply both sides of the equation by x:
(6 ft / 3.6 ft) * x = 5 ft
Now, let's simplify the equation:
x = (5 ft * 3.6 ft) / 6 ft
x ≈ 3 ft
Therefore, the shadow of the 5 ft child standing next to the adult would be approximately 3 ft long.