Amswer:
Conservation
Explanation :
Conservation is an ability that is developed under jean Piaget stages of development theory. This refers to a logical thinking ability that a child develops In the concrete operational stage after the preoperational stage that makes it possible for a the child to understand that a certain quantity remains same even with adjustment or change of container, shape or size
<span>Approximately 11 percent of those in the US feel sexual orientation discrimination is allowable. This shows that the trend is moving in a direction that is more understanding of human diversity and how all persons should be treated with an equal level of dignity in their daily endeavors.</span>
Answer:
27.4 yards
Explanation:
The diagonal of a rectangle, one of it's length and one of it's width will form a right angle triangle
Let
Width = x
Length = 2x
Diagonal = 80 yards
c^2 = a^2 + b^2
Where
c= diagonal
a= length
b= width
c^2 = a^2 + b^2
80^2 = (2x)^2 + (x)^2
80^2 = 2x * 2x + x^2
80^2 = 4x^2 + x^2
6,400= 5x^2
Divide both sides by 5
x^2= 6400 / 5
= 1280
x^2 = 1,280
Find the square root of both sides
√x^2 = √1,280
x= 35.8
How many yards, to the nearest tenth of a yard, does a person save by walking diagonally across the land instead of walking its length and its width?
Yards saved= (Length + width) - diagonal
= (2x+x) - 80
= {2(35.8) + 35.8} - 80
= (71.6 + 35.8) - 80
= 107.4 - 80
= 27.4
Yards saved = 27.4 yards
Answer:
A. A claim new islands in the pacific
Explanation:
The Act was enacted in August 18, 1856. At that time, many of the islands in Caribbean/pacific territories were not affiliated with any government.
The act allowed citizens of United States to claim any lands within these regions that contain Guano deposits.
This made a lot of weapon and agricultural producers claimed new islands in the pacific since Guana can be used as a material for gun powders and soil fertilizer.
Answer:
Treat everyone the same.
Reward honesty.
Admit your mistakes.
Encourage teams to speak freely.
Conduct self-assessments.
Keep your commitments.
I hope I'm correct
