Answer:
2.5% of $80,000=$2,000
The Smiths pay $2,000 in school taxes per year.
Explanation:
100%=$80,000
10%=$80,000(100%)/10=$8,000(10%)
5%=$8,000(10%)/2=$4,000(5%)
2.5%=$4,000(5%)/2=$2,000(2.5%)
Elements such as thought and memory belong to mental activity; while elements such as cooperation or mating belong to behavior.
<h3>What is the focus of psychology?</h3>
Psychology focuses on studying both the human mind or mental activity and human behavior.
- Mental activity: This refers to any neurological process that occurs in the brain and through the nervous system. This component includes elements such as thoughts and memory.
- Behavior: This refers to the way people acts in different situations or respond to different stimulus. This factor comprises elements such as cooperating or mating.
Based on this, the best way to match the terms are:
- Mental activity: Thought, memory, experiencing sights and smells.
- Behavior: Cooperation, eating, mating.
Note: This question is incomplete because the topics are missing; here are the topics:
Thought, memory, cooperation, eating, mating, experiencing sights and smells.
Learn more about Mental activity in: brainly.com/question/17505737
The repeating decimal 0.625625625 represented as a fraction in its simplest form is 1001001/1600000.
<h3>What is a fraction?</h3>
Fraction simply refers to number expressed as a quotient, in which a numerator is divided by a denominator.
For example, a/b
Given that;
- Decimal number = 0.625625625
- Number in fraction form = ?
First, we rewrite the decimal number as a fraction with 1 in the denominator.
0.625625625 = 0.625625625/1
Next, we multiply to remove 9 decimal places. ( multiply top and bottom numbers with 1000000000 )
0.625625625 = 0.625625625/1 × 1000000000/1000000000
0.625625625 = 625625625/1000000000
Next, we simply, 625 can go through the numerator and denominator.
0.625625625 = 625625625/1000000000 = 1001001/1600000
Therefore, the repeating decimal 0.625625625 represented as a fraction in its simplest form is 1001001/1600000.
Learn more about fraction numbers here: brainly.com/question/6201432
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