An alarm rings 8 times every 5 secondswhat is the unit rate, in rings per second
a 0.625
b 1.6
c 3
d 40
Answers
Answer:
B
Step-by-step explanation:
8/5=1.6
Related Questions
The figure below is a regular octagon with a side length of 8 inches.8 inchesTo the nearest square inch, what is the area of the figure?3091186449
Solve for m-4(2m + 5) - 3m = 35
Write an equivalent expression for n x a using only addition
In any triangle, there can be at most 1 obtuse angle. At most, how many obtuse angles can there be in an equilateral triangle?
B. x ≥ -1
C. x ≤ -5 or x ≥ -1
D. x ≥ -5 or x ≥ -1
Answers
4 | x + 3 | ≥ 8 =>
| x + 3 | ≥ 2
Then eliminate the absolute operator like this:
| x + 3 | ≥ 2 =>
-x-3 ≥ 2 or x+3 ≥ 2
Simplify:
-x ≥ 5 or x ≥ -1=>
x ≤ -5 or x ≥ -1
That's answer C
4x + 12 >=8
4x >= =4
x >= -1
or
4x + 12 <= -8
4x <= -20
x <= -5
Answer is C
Answers
3/4 h = 45min
1h = 60min
60min - 22min = 38min
45min = 38min + 7min
2:22AM + 45min = 2:22AM + 38min + 7min = 3:00AM + 7min = 3:07AM
Answer: 5 3/4h after 9:22PM is 3:07AM next day.
Answers
Answer:
The number of cans of paint he used for each wall is cans
Step-by-step explanation:
Here we are told that Sam used 17 cans of paint to paint 6 walls
The correct way to find out how many cans of paint he used to paint each wall is as follows
Number of walls 17 cans of paint can paint = 6 Walls, we therefore divide both side of the equation by 6 so that the number of walls painted will be 1 as follows
6 Walls = Number of walls 17 cans of paint can paint
6/6 Walls = Number of walls 17/6 cans of paint can paint
∴ 1 Walls = Number of walls 17/6 cans of paint can paint or
∴ 1 Wall = Number of walls cans of paint can paint
Which gives;
Number of walls cans of paint can paint = 1 Wall or
The number of cans of paint he used for each wall = cans.
a) 12,340,000
b) 0.00057
Answers
b) move the decimal 4 places to the right: 5.7 x 10^-4
Hope this helps!!
Answers
The expression of (5a³ⁿ)³ in positive exponents using the law of indices is 125 a⁹ⁿ
How to make an expression a positive exponent?
The expression has exponents. Therefore, let's express it with a positive exponent.
Therefore,
(5a³ⁿ)³
Hence, let distribute the outside exponents(law of indices),
(5a³ⁿ)³ = 5³ × a³ⁿ ˣ ³
Therefore,
5³ × a³ⁿ ˣ ³
5 × 5 × 5 = 5³ = 125
a³ⁿ ˣ ³ = a⁹ⁿ
Hence,
(5a³ⁿ)³ = 125 a⁹ⁿ
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Answer:
It would be 125a^9n
Answers
Hard work can boost your personal and professional growth. If we work hard, we deserve respect because you set an example for others.
Working hard will give you a sense of accomplishment, fulfillment, and self-satisfaction. Working hard can help you stay positive and confident.
1. Personal Workforce Development:
Work, by its very nature, offers challenges and opportunities for growth. It asks us to improve and grow, to become a better version of ourselves. The older we grow, the better our job and the greater the challenges.
2. Our work benefits society:
Our work benefits society. It serves others, enriches life and advances everyone. Whether it's packing groceries, delivering mail, analyzing inventory, treating cancer, or managing other employees, we can all view our work as an act of love for those we we serve.
3. Hard work is a role model for our children:
When we try to do our best every day, our children notice. One of the biggest traits I hope to pass on to my children is the importance of striving to do important things.
4.Work hard at work to work hard in life.
When we commit to hard work, we learn important life lessons: determination, focus, responsibility, problem solving, and self-control all come to mind. These lessons serve us in other areas (health, relationships, hobbies, etc.)
5.Work hard to get the most out of your time.
They will pass anyway. With every new day comes an important choice: either we fill it with the best things, or we let it slip away. There was no choice - time was running out anyway. Difficult work choices make the most of it.
6. The work itself is satisfying.
In my opinion, there is nothing more satisfying in life than lying down at night with tired legs and a tired body. Knowing that I've given my all for something important is a wonderful feeling and a sense of accomplishment in itself.
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