Answer:
nanbiye
Explanation:
because that make the agricultural nice and grow well
The height of the cube is 9 cm, Which is mentioned in option D, if the volume of cube is 729 cubic centimeters.
Explanation:
The given is,
Volume, V = 729 Cubic centimeters
Step:1
Formula for volume of cube,
...............................(1)
Where, a - Side of cube
From the given value, Volume, V = 729 Cubic centimeters
Equation (1) becomes,
Take cube root on both sides, the above equation becomes
![a=\sqrt[3]{729}](https://tex.z-dn.net/?f=a%3D%5Csqrt%5B3%5D%7B729%7D)
a = 9 cm
Height of cube, a = 9 centimeters
Result:
The height of the cube is 9 cm, Which is mentioned in option D, if the volume of cube is 729 cubic centimeters.
Jacques Cartier was sent by King Francis I to the New World in search of riches and a new route to Asia in 1534. His exploration of the St. Lawrence River allowed France to lay claim to lands that would become Canada.
Your answer would be France.
Answer:
Private property refers to a kind of system that allocates particular objects like pieces of land to particular individuals to use and manage as they please, to the exclusion of others and to the exclusion of any detailed control by society. In legal terms it's usually a designation for the ownership of property by non-governmental legal entities. Private property is distinguishable from public property, which is owned by a state entity; and from collective (or cooperative) property, which is owned by a group of non-governmental entities Certain political philosophies like socialism and anarchism make a clear distinction between private and personal property while others blend the two together. Private property is a legal concept defined and enforced by a country's political system
<em> hope it helps</em>
Explanation:
<span>Determined.
Grandpa was making it known that his wishes would be carried out, no matter who had any objections. He shows pure determination by the tone he takes. The passage was set, by the author, to show that Grandpa had the final word in the matter.</span>
