Chemistry homework help. The equation 2x-3y=6 models the relationship between x and y.What is the rate of change of y with respect to x
Category: Ancient history homework help
Philosophy homework help
Philosophy homework help. As shown in the diagram below, seven forces all with magnitude || = 38 N are applied to an irregularly shaped object. Each force is applied at a different location on the object, indicated by the tail of the arrow; the directions of the forces differ. The distances shown in the diagram have these values: w = 11 m, h = 17 m, and d = 16 m. For each force, calculate the z component of the torque due to that force, relative to location A (x to the right, y up, z out of the page). Make sure you give the correct sign.N · mN · mN · mN · mN · mN · mN · mRelative to location A, what is the z component of the net torque acting on this object?N · m
Business homework help
Business homework help. Every point in the plane can be expressed in terms of its x- and y-coordinates. A point whose coordinate are both integers is called a lattice point. For example, the points (1, 2), ( 3, 8) and the origin (0, 0) are all lattice points, but (1.5, 0) is not.For example, in the diagram below, the five lattice points are (1, 0), (5, 5), (6, 3), (9, 6), (10, 2), and the linesegment determined by the two points (1, 0) and (9, 6) has the lattice point (5, 3) as midpoint.Prove the following fact using the pigeonhole principle:Given five distinct lattice points in the plane, at least one of the line segments determined by these points has a lattice point as its midpoint.
Business homework help
Business homework help. Every point in the plane can be expressed in terms of its x- and y-coordinates. A point whose coordinate are both integers is called a lattice point. For example, the points (1, 2), ( 3, 8) and the origin (0, 0) are all lattice points, but (1.5, 0) is not.For example, in the diagram below, the five lattice points are (1, 0), (5, 5), (6, 3), (9, 6), (10, 2), and the linesegment determined by the two points (1, 0) and (9, 6) has the lattice point (5, 3) as midpoint.Prove the following fact using the pigeonhole principle:Given five distinct lattice points in the plane, at least one of the line segments determined by these points has a lattice point as its midpoint.
Business homework help
Business homework help. Every point in the plane can be expressed in terms of its x- and y-coordinates. A point whose coordinate are both integers is called a lattice point. For example, the points (1, 2), ( 3, 8) and the origin (0, 0) are all lattice points, but (1.5, 0) is not.For example, in the diagram below, the five lattice points are (1, 0), (5, 5), (6, 3), (9, 6), (10, 2), and the linesegment determined by the two points (1, 0) and (9, 6) has the lattice point (5, 3) as midpoint.Prove the following fact using the pigeonhole principle:Given five distinct lattice points in the plane, at least one of the line segments determined by these points has a lattice point as its midpoint.
Business homework help
Business homework help. Every point in the plane can be expressed in terms of its x- and y-coordinates. A point whose coordinate are both integers is called a lattice point. For example, the points (1, 2), ( 3, 8) and the origin (0, 0) are all lattice points, but (1.5, 0) is not.For example, in the diagram below, the five lattice points are (1, 0), (5, 5), (6, 3), (9, 6), (10, 2), and the linesegment determined by the two points (1, 0) and (9, 6) has the lattice point (5, 3) as midpoint.Prove the following fact using the pigeonhole principle:Given five distinct lattice points in the plane, at least one of the line segments determined by these points has a lattice point as its midpoint.
Business homework help
Business homework help. Every point in the plane can be expressed in terms of its x- and y-coordinates. A point whose coordinate are both integers is called a lattice point. For example, the points (1, 2), ( 3, 8) and the origin (0, 0) are all lattice points, but (1.5, 0) is not.For example, in the diagram below, the five lattice points are (1, 0), (5, 5), (6, 3), (9, 6), (10, 2), and the linesegment determined by the two points (1, 0) and (9, 6) has the lattice point (5, 3) as midpoint.Prove the following fact using the pigeonhole principle:Given five distinct lattice points in the plane, at least one of the line segments determined by these points has a lattice point as its midpoint.
History homework help
History homework help. Write 3 page essay on the topic Elisa.nes, in which Elisa is crying weakly like an old woman. Filled with pure intentions, Elisas actions as she tends her chrysanthemums, talks with the tinker and in her relationship with Henry are all the result of an overpowering sense of isolation and desperate need for a human connection.Elisas isolation is quickly discovered as she works on her flower garden.In every way, she is enclosed physically in her garden space, symbolically away from everyone else around. The second noticeable aspect of Elisa Allen is her curiosity. Elisa sees the men talking to her husband and wonders what they are talking about (Berry, 2007). The affection and tension given to her chrysanthemums indicates the need to connect and the frustration of no connection. Steinbeck tells us, The chrysanthemum stems seemed too small and easy for her energy, yet she has the nicest flowers around. Symbolism also suggests isolation since even the weather creates a closed space: The high grey-flannel fog of winter closed off the [valley] from the sky and all the rest of the world. . .On every side it sat like a lid on the mountains and made of the great valley a closed pot.Elisas extreme isolation is also seen as she desperately talks with the tinker, trying to stretch the connection of their conversation as long as she can. The tinker has only stopped at the ranch because he is lost, but she grabs at his feigned interest in her flowers as something to connect her with the outside world. As she kneels on the ground at the tinkers feet, she seems to be begging for attention more than she is begging for sexual favors. She provides the tinker with some of her precious chrysanthemum shoots and she hurries to dress in the dress which was the symbol of her prettiness. She worked carefully on her hair, penciled her eyebrows and rouged her lips. These are behaviors that Louis Owens (1992) describes as manifestations of her wish to leave the
History homework help
History homework help. Write 3 page essay on the topic Elisa.nes, in which Elisa is crying weakly like an old woman. Filled with pure intentions, Elisas actions as she tends her chrysanthemums, talks with the tinker and in her relationship with Henry are all the result of an overpowering sense of isolation and desperate need for a human connection.Elisas isolation is quickly discovered as she works on her flower garden.In every way, she is enclosed physically in her garden space, symbolically away from everyone else around. The second noticeable aspect of Elisa Allen is her curiosity. Elisa sees the men talking to her husband and wonders what they are talking about (Berry, 2007). The affection and tension given to her chrysanthemums indicates the need to connect and the frustration of no connection. Steinbeck tells us, The chrysanthemum stems seemed too small and easy for her energy, yet she has the nicest flowers around. Symbolism also suggests isolation since even the weather creates a closed space: The high grey-flannel fog of winter closed off the [valley] from the sky and all the rest of the world. . .On every side it sat like a lid on the mountains and made of the great valley a closed pot.Elisas extreme isolation is also seen as she desperately talks with the tinker, trying to stretch the connection of their conversation as long as she can. The tinker has only stopped at the ranch because he is lost, but she grabs at his feigned interest in her flowers as something to connect her with the outside world. As she kneels on the ground at the tinkers feet, she seems to be begging for attention more than she is begging for sexual favors. She provides the tinker with some of her precious chrysanthemum shoots and she hurries to dress in the dress which was the symbol of her prettiness. She worked carefully on her hair, penciled her eyebrows and rouged her lips. These are behaviors that Louis Owens (1992) describes as manifestations of her wish to leave the
