Career refers to a line of work that a person chooses to commit to for long period of time.
<h3>What is a career?</h3>
The term career refers to a line of work that a person chooses to commit to for long period of time. Career becomes an important part of the life of a person.
There are two careers that interest me;
(i) Teaching
(ii) Researcher
I love teaching because it helps me to share what I know and help others to attain the same knowledge goals as I have attained. Also, I love being a research because I can join in seeking for new knowledge that could solve problems and better the life of humanity.
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Answer:
50x^2y^4
Step-by-step explanation:
- 15xy/3 X 10xy^3
- 15 divided by 3 equals 5
- So now its 5 X 10xxy^3y (you got the extra X and y from the 15xy)
- Multiply the number 5 X 10 equals to 50
- So now you've got 50xxy^3y
- Apply the exponent rule (xx = x ^ 1+1)
- So that gives you 50yx^1+1y^3
- Add the numbers 1+1=2
- So now you have 50yx^2y^3
- Apply exponent rule again (yy^3 = y^1+3)
- So know you have 50x^2y^1+3
- Add the numbers 50x^2y^4
- And that's your answer
<span><span>1.
</span>Given Data:
=> There are a total of 8 paper clips
=> There are also 4 erasers
=> And there are 6 thumbtacks.
Now, answer the following question
=> The number of paper clips is _____ the number of erasers
Let’s compare
There are 8 paper clips and 4 erasers.
Thus the number of paper clips is twice the number of erasers.
=> The number of erasers is ___ the number of thumbtacks>
There are 4 erasers and 6 thumbtucks.
Thus the number of erasers is 2/3 the number of thumbtucks </span>
Ok so cos(x) = sin(90-x) so using that you can get sin(7x-15) = sin(90-(3x+5)) so 7x-15 = -3x+85. 10x = 100 and x = 10. Use that to find the 2 angles are 55 and 35
Well according to this diagram, one way to go through these type of problems are that the angles directly opposing the angles in the diagram, are the same angles.
For instance the angle AE and angle FC, are the same they are both equal to 55 degrees. This is also true for the right angle, 90 degrees.
The angle AB and angle G are equal, knowing this information,
Add 55 twice and 90 and x to find the angle from points E to C in clockwise direction.
After finding x, we also know that is the same angle directly opposite to it, D.