You went on three hikes. On each hike, you saw a different number of animals: Hike Length of hike (\text{km})(km)left parenthesi
s, start text, k, m, end text, right parenthesis Number of animals seen Rivers Edge 3 8 Wooded Marsh 8 20 Canyon Creek 15 35 Order your hikes by number of animals seen per kilometer from least to greatest
The order of hikes ranked by animals spotted per kilometer from least to greatest is: Canyon Creek - Wooded Marsh - Rivers Edge. At Rivers Edge, 8 animals were seen over 3 km, giving a rate of 2.67 animals per km. In Wooded Marsh, 20 animals were observed over 8 km, resulting in 2.5 animals per km. Canyon Creek yielded 35 animals over 15 km, equating to 2.33 animals per km.
To determine the number of animals observed per hike, you first calculate: For Rivers Edge, it's 3 km with 8 animals, resulting in 8/3 = 2.67 animals per km. For Wooded Marsh, it's 8 km with 20 animals, totaling 20/8 = 2.5 animals per km. Finally, Canyon Creek has 15 km with 35 animals, leading to 35/15 = 2.33 animals per km. The order from highest to lowest is Canyon Creek, Wooded Marsh, and Rivers Edge!
The equation of the line through the point (5,4) with a slope of 6/5 is y = 6/5x - 2. This is determined using the linear equation format y = mx + b. By substituting in the values, you can simplify to find the y-intercept.
According to the definition, the volume is indicated by V = h * w * l where V: Volume h: height w: width l: length By solving for height, we get: h = V / (w * l) h = (5 - x) / ((x) * (x - 2)) The expression is undefined for x values that cause the denominator to equal zero: ((x) * (x - 2)) = 0 x = 0 x = 2 Answer h = (5 - x) / ((x) * (x - 2)) x = 0 x = 2
