Physics-
General
Easy
Question
The energy dissipated in a damped oscillation
Decays exponentially
Decay curve will depend on the drag constant
Decays linearly
- Decays following a sine curve with diminishing amplitude
Decays exponentially
Decay curve will depend on the drag constant
Decays linearly
The correct answer is: Decays exponentially
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Physics-
If the time period of undamped oscillation is T and that of damped oscillatin is T, then what is the relation between I&.
If the time period of undamped oscillation is T and that of damped oscillatin is T, then what is the relation between I&.
Physics-General
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The screw gauges shown above has a zero error of -0.02 mm and 100 divisions on the circular scak What is the diameter of wire?
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)
The screw gauges shown above has a zero error of -0.02 mm and 100 divisions on the circular scak What is the diameter of wire?
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)
Physics-General
Physics-
the screw and stud touch each other, the edge of a certain screw gauge is to the right of the C mark on the main scale and 5th division of the circular scale coincides with the line of graduation then what is the value of zero error ?
the screw and stud touch each other, the edge of a certain screw gauge is to the right of the C mark on the main scale and 5th division of the circular scale coincides with the line of graduation then what is the value of zero error ?
Physics-General
Physics-
When the screw and stud touch each other, the edges of a certain screw gauge is on left of the C mark on the main scale and the 96th division of the circular scale coincides with the circular line
graduation then what is the value of zero error?
When the screw and stud touch each other, the edges of a certain screw gauge is on left of the C mark on the main scale and the 96th division of the circular scale coincides with the circular line
graduation then what is the value of zero error?
Physics-General
General
Write four letter j words
Write four letter j words
GeneralGeneral
General
Read and choose the correct answer.
This is my dog Max Max is a big black dog. He is good at running. He sleeps on a blue mat.
a) Mar is
my dog my cat my parrot
b) He is a big dog
Brown red Black
c) He is good at
running, jumping eating
Read and choose the correct answer.
This is my dog Max Max is a big black dog. He is good at running. He sleeps on a blue mat.
a) Mar is
my dog my cat my parrot
b) He is a big dog
Brown red Black
c) He is good at
running, jumping eating
GeneralGeneral
General
GeneralGeneral
General
Read the essay. Answer the questions.
Homemade oatmeal cookies are not only a better option than a candy bar ox pack of crackers, they actually good for
you, While processed foods it nutrients out during processing, homemade treats keep the nutrients in.
One one-once, homemade oatmeal cookies will give you up to 27 mg of folic of your daily recommended allowance
(R&A) B vitamin that your body uses to make energy
It will also give you small amounts of vitamin A vitamin k. Oatmeal cookies are also a good of iron -9% of the
R&A for men and 4% of the R&A for women. It also contains small amounts of potassium and zic. Finally, oatmeal cookie
we give you a whole gram of soluble fiber, which se "bad “cholesterol and lowers your risk g her disease. So the next
time you have a sweet lost don't try to talk yourself out of it. Simply mall smart choice, an have oatmeal cookie
What is the authors purpose in writing this article?
Read the essay. Answer the questions.
Homemade oatmeal cookies are not only a better option than a candy bar ox pack of crackers, they actually good for
you, While processed foods it nutrients out during processing, homemade treats keep the nutrients in.
One one-once, homemade oatmeal cookies will give you up to 27 mg of folic of your daily recommended allowance
(R&A) B vitamin that your body uses to make energy
It will also give you small amounts of vitamin A vitamin k. Oatmeal cookies are also a good of iron -9% of the
R&A for men and 4% of the R&A for women. It also contains small amounts of potassium and zic. Finally, oatmeal cookie
we give you a whole gram of soluble fiber, which se "bad “cholesterol and lowers your risk g her disease. So the next
time you have a sweet lost don't try to talk yourself out of it. Simply mall smart choice, an have oatmeal cookie
What is the authors purpose in writing this article?
GeneralGeneral
General
Identify the ending words in the paragraph
My name is Amber, I live in earth. Its one of the planet of solar system. I take special care of
my health and eat healthy food
Identify the ending words in the paragraph
My name is Amber, I live in earth. Its one of the planet of solar system. I take special care of
my health and eat healthy food
GeneralGeneral
General
GeneralGeneral
General
GeneralGeneral
General
State three errors in g5 game.
State three errors in g5 game.
GeneralGeneral
General
The name of my school is Heaven School. 1 go to by bus. It has a principal office, staffroom, a library, a computer lab and a toilet block. It has twenty classrooms. All the teachers are able and hardworking. It is famous on town. I like my school. I am proud of my school.
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)
The name of my school is Heaven School. 1 go to by bus. It has a principal office, staffroom, a library, a computer lab and a toilet block. It has twenty classrooms. All the teachers are able and hardworking. It is famous on town. I like my school. I am proud of my school.
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)
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After he had counted his money, the kind man divided it up among the people he loved and cared for, keeping just enough to care for himself. Upon seeing this, his friend spoke to him, "You clearly do not understand the value of money!" The man smiled kindly and responded, "You clearly do not understand the value of people."
After he had counted his money, the kind man divided it up among the people he loved and cared for, keeping just enough to care for himself. Upon seeing this, his friend spoke to him, "You clearly do not understand the value of money!" The man smiled kindly and responded, "You clearly do not understand the value of people."
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