How to find the time required to slide down an inclined plane
AIEEE 2015 Coaching
›
Mechanics questions
›
How to find the time required to slide down an inclined plane
A block is traveling down an inclined plane of inclination θ. The height of the inclined plane is H. What will be the time required to slide down the plane.
#Mechanics
UP
0
DOWN
0
0
0
Post on Facebook
Post anonymously?
Be the first to Answer
Basic
Integral
Calculus
Operators
Symbols
Matrix
Cases
√
^{}
√


{
}
[
]
(
)
→
~
^
x
^{}
x
_{}
x
^{}
_{}
→
→
ln
log
lg
lim
lim
_{}
cos
sin
tan
cot
arcsin
arccos
arctan
∫
∫
_{}
∫
^{}
∫
_{}
^{}
∫
_{}
^{}
∬
∬
_{}
∬
^{}
∬
_{}
^{}
∬
_{}
^{}
∭
∭
_{}
∭
^{}
∭
_{}
^{}
∭
_{}
^{}
⨌
⨌
_{}
⨌
^{}
⨌
_{}
^{}
⨌
_{}
^{}
∑
∑
_{}
∑
^{}
∑
_{}
^{}
∑
_{}
^{}
∮
∮
_{}
∮
^{}
∮
_{}
^{}
∮
_{}
^{}
∏
∏
_{}
∏
^{}
∏
_{}
^{}
∏
_{}
^{}
∐
∐
_{}
∐
^{}
∐
_{}
^{}
∐
_{}
^{}
+

×
÷
±
∓
=
∪
∩
≠
∼
≈
∅
∀
∃
∈
∋
∝
≤
≥
≃
≅
≡
<
>
≪
≫
⊂
∉
⊃
⊆
⊇
⇒
⇐
⇔
⇒
⇐
⇔
⇑
⇓
⇕
→
←
↔
→
←
↔
↑
↓
↕
↖
↗
↘
↙
↪
↩
⇀
↼
⇁
↽
°
∂
∞
α
β
γ
δ
θ
λ
μ
ν
ξ
π
ρ
σ
φ
ω
ε
ƒ
κ
τ
υ
Γ
Δ
Λ
Σ
Π
Ω
1x2
1x3
1x4
1x5
1x6
1x7
2x1
2x2
2x3
2x4
2x5
2x6
2x7
3x1
3x2
3x3
3x4
3x5
3x6
3x7
4x1
4x2
4x3
4x4
4x5
4x6
4x7
5x1
5x2
5x3
5x4
5x5
5x6
5x8
6x1
6x2
6x3
6x4
6x5
6x6
6x7
7x1
7x2
7x3
7x4
7x5
7x6
7x7
1x2
1x3
1x4
1x5
1x6
1x7
2x1
2x2
2x3
2x4
2x5
2x6
2x7
3x1
3x2
3x3
3x4
3x5
3x6
3x7
4x1
4x2
4x3
4x4
4x5
4x6
4x7
5x1
5x2
5x3
5x4
5x5
5x6
5x8
6x1
6x2
6x3
6x4
6x5
6x6
6x7
7x1
7x2
7x3
7x4
7x5
7x6
7x7
H
Post on Facebook
Anonymous Answer?
✕
Add Image
From Url
or
Upload from Computer
JPG, GIF or PNG only, Max size: 2MB
Tip: Resize your image before uploading
1
Asked by
Sharon Amhabjiefbje Sidhusky
20141106 19:39:27
Similar Questions
Rotational 2
Very Very very BASIC questions from MECHANICS !
physics question about normal reaction plz help me out
Which one will break ???
solve karo
dount no 2
work power
some fiitjee open test qs
collisions
Hammer problem!
AcadBlock
Questions
Newest
Frequent
Unanswered
Popular
Login
Signup
✕
Login with Facebook
Login with Google
or
Sign Up with Email
Sign up
Full Name
Email
Password
By clicking "Sign Up" you indicate that you have read and agree to the
Terms of Service
.
Cancel
Login
Remember Me
Forgot Password?
Ask Question
Close [X]