The slope of a bike is 1,9 and rises 4 feet. What is the horizontal distance covered by this jump?
To find the horizontal distance covered by the jump, we can use the formula for slope:
slope = rise / run
Given that the slope is 1.9 and the rise is 4 feet, we can substitute these values into the formula:
1.9 = 4 / run
To isolate the run variable, we can multiply both sides of the equation by run:
1.9 * run = 4
Next, we can divide both sides of the equation by 1.9 to solve for run:
run = 4 / 1.9
Using a calculator, we find that:
run ≈ 2.1053 feet
Therefore, the horizontal distance covered by this jump is approximately 2.1053 feet.
Well, well, well! Looks like we have a pretty sporty bike here, attempting a jump! Now, to calculate the horizontal distance covered, we need to use the slope and rise information.
So, if the slope is 1:9, it means that for every 9 units the bike travels horizontally, it rises 1 unit vertically. Given that it rises 4 feet, we can set up a ratio:
1/9 = 4/x
Cross-multiplying, we get:
1x = 9 * 4
x = 36
So, the horizontal distance covered by this jump is 36 units! Now, whether those units are in feet, meters, or clown noses, we'll never know!
To find the horizontal distance covered by a jump with a given slope and rise, you can use the formula:
Horizontal Distance = Rise / Slope
In this case, the given slope is 1 and the rise is 4 feet. Using the formula, we can calculate the horizontal distance covered by the jump:
Horizontal Distance = 4 feet / 1
Therefore, the horizontal distance covered by this jump is 4 feet.
slope = rise/run, so
1.9 = 4/run
run = 4/1.9