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A truck 3500kg if drive up a slope that is 0.5km at the top of the slope your 200m higher in elevation what is the force has your engine exerted to drove up the slope?
14000N
An example of a math solution for slope?
Slope is the steepness (or not) of a line. The way you find slope is with the equation (Y2-Y1)/(X2-X1) = M (M is the symbol used for slope). Now if you had the two points (2,3) and (4,1) the way you would find the slope between them is to take the two Y's 3 and 1 and put them on top of the equation. Then you would take the two X's 2 and 4 and put them on the bottom and the you would have (1-3)/(4-2). The order of the Y's and X's doesn't matter, so long as you don't mix them up. Then when you simplify the equation, your answer is -1, so the slope between those two points is -1. The only two situation where slope can be rather strange is when the line is either completely vertical or horizontal. In the case of a vertical, there is no slope, so you would put no solution. As for the horizontal, the slope is zero.
What is the general direction of lines with a positive slope?
Botttom left to top right.
How steepness and slope are related?
The value of the two is the same. The slope is exactly the same as the steepness if the line goes from bottom-left to top-right and it is the negative value of the steepness if the line goes from top-left to bottom-right.
When the value of a slope gets bigger the graph of a line gets?
As the slope gets bigger the graph becomes closer to vertical - from bottom left to top right.
Skiers are pulled up hill by a moving ski slope when they reach the top of the hill they ski down what type of energy do the skier gain as they go up hill?
Once the skiers go uphill by a cable car or lift, they gain potential energy. This potential energy is converted into kinetic energy once the skiers start to ski down the slope.
How do skiers overcome the force of gravity to have another go?
They use a ski-lift. The ski-lift pulls them up-hill - against the force of gravity until they reach the top of the run. They then ski back down the slope.
The slope of line a is 3 what is the slope of a line perpendicular to a?
To find the slope of a perpendicular line, take the negative reciprocal of the slope of the given line. (Flip the top and bottom of the fraction and change the sign.) The slope of 3 can be written as 3/1. The slope of a line that is perpendicular is -1/3.
When the 25 skiers are sent down from the top of Big Bunny Slope they are sent one at a time. The probability that a random new skier in the group will fall at Big Bend is 0.3. What is the probability?
There is a limited length of question that can be asked. Your question is missing what probability it is you actually want. Please edit your question to include what you are wanting to know - if necessary abbreviate the details of the question to allow more length for the actual question, eg: 25 skiers are sent down a slope singly. the probability of each skier falling on the way is 0.3. What is the probability that...
What is the slope when you get a zero on top?
The slope when you get a zero on top would be zero. Zero divided by any number is zero.
A steep slope with flat plateau?
steep slope with a flat plateau on top
When calculating slope which variable goes on top of the fraction?
The equation for slope = rise / run
How do you improve aerodynamics in a large truck?
you can slope the top of the roof, or slope the whole truck a bit more.
Water at the top of a slope has potential energy?
Yes.
What is a Cutting slope?
A cut slope is the very top layer of soil that remains on top of the road after all other materials are removed. Cut slopes are important in engineering.
A truck 3500kg if drive up a slope that is 0.5km at the top of the slope your 200m higher in elevation what is the force has your engine exerted to drove up the slope?
14000N
Why the hills road are built to have gradual slope?
A gradual slope is easier to drive a vehicle over than an excessively steep slope. As a cyclist, I want a gradual slope, anything steeper would mean dismounting and walking to the top of the steep slope.
