Explanation:
He hadn't made any attempts to escape.
They had taken the boy to the doctor.
The cat had killed the mouse.
The dacoits had looted the shop.
They had accepted the invitation.
Hello. This question is incomplete. The full question is:
Kalani and lael are students who have been comparing the total kinetic energy of an iceberg to an ice cube
Kalani’s Argument: My claim is that an iceberg has more total kinetic energy (thermal energy) than an ice cube. This is because even though an iceberg is about the same temperature as an ice cube, it is also much larger, so it is made of a lot more molecules. For this reason, an iceberg will have more total kinetic energy (thermal energy) than an ice cube.
Lael's Argument: An iceberg has more total kinetic energy (thermal energy) than an ice cube because it is larger and made of more molecules. This matters because molecules move, and moving things have kinetic energy, so each molecule adds its kinetic energy to the total. Since the iceberg and the ice cube are around the same temperature, the fact that the iceberg has extra molecules means that it will have more total kinetic energy (thermal energy).
Which argument is more convincing?
Answer:
Kalani's argument is more convincing.
Explanation:
Lael says that the fact that Icebrg has extra molecules means that it has greater kinetic energy and this is not true, since the kinetic energy is greater in bodies and objects that have greater speed. In addition, speed increases as a body has greater mass. In this case, we can consider Kalani's argument as more convincing, since she related the kinetic energy to the mass of the iceberg.
A haiku poem<span> consists of </span>three<span> lines, </span>with<span> the first and last line having 5 moras, and the middle line having 7, and the last line having 5. 5,7,5</span>
To find the circumference of a helix, we would need to
calculate the:
- circumference,
- length,
- handrail radius of the helix curve.
<h3>What is a Helix?</h3>
This refers to the type of curve in three-dimensional space that is created by a straight line drawn on a plane.
How to calculate the circumference of the helical path:
Circumference= 2πr
h = (height of helix x 360) / angle
Length = √h2 + circumference2
Unit Rise = h / circumference
Handrail Radius = (4π2r2 + h2) / 4π2r
where,
- π = 3.1415926
- r = Radius
- h = Height required for Helix to complete one revolution
Therefore, if we needed to find the circumference of a helix, we would:
calculate the:
- circumference,
- length,
- handrail radius of the helix curve.
Your question is incomplete so I gave you a general overview of the concept to give you a better understanding of how to find the circumference of a helix.
Read more about helical paths here:
brainly.com/question/15170572
#SPJ1
A sample question is:
For example, consider that an antenna is constructed in XF7 using the helix script. It will expand along the Z-axis and will have a radius of 50 cm. In addition, height of the helix curve is 2 cm and the angle made by the curve is 360.Calculate the circumference, length, handrail radius of the curve.
Answer:
A. Opening the door a bit wider, the woman reached out a reluctant hand to take the basket.
Explanation:
