answer me 36th plz quick
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Answered by
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Hey there !!!!
An oblique projectile which is of the form Y=Ax-Bx² and range =A/B
Now comparing y=10x-20x² with Y=Ax-Bx²
A=10 B=20
Range = A/B= 10/20 =1/2=0.5m
Hope this helped you !!!!
An oblique projectile which is of the form Y=Ax-Bx² and range =A/B
Now comparing y=10x-20x² with Y=Ax-Bx²
A=10 B=20
Range = A/B= 10/20 =1/2=0.5m
Hope this helped you !!!!
anurag36:
can u tell how it came?
Answered by
1
Hi friend,
Given:
y = 10x− 20x^2
To maximise y ,
we diffrentiate it wrt "x"
dy/dx = 10−2 ×(20) x= 0
x = 10/2×(20)
..................................
y= 10(10/40) −20( 10/40)^2
y=(10)^2/2×(20) −( (10)^2/4(20) )
y=(10)^2/2 (20) −( (10)^2/4(20 )
y= (10)^2/4(20)
Now for the angle just put:
dy/dx= (10)−2(20)x
put x=0;
dy/dx= a=Tanθ
θ=Tan−1a
θ= Tan -1(10)
=Tan -10
=1/2
=0.5
Hope this helps you..☺☺
Given:
y = 10x− 20x^2
To maximise y ,
we diffrentiate it wrt "x"
dy/dx = 10−2 ×(20) x= 0
x = 10/2×(20)
..................................
y= 10(10/40) −20( 10/40)^2
y=(10)^2/2×(20) −( (10)^2/4(20) )
y=(10)^2/2 (20) −( (10)^2/4(20 )
y= (10)^2/4(20)
Now for the angle just put:
dy/dx= (10)−2(20)x
put x=0;
dy/dx= a=Tanθ
θ=Tan−1a
θ= Tan -1(10)
=Tan -10
=1/2
=0.5
Hope this helps you..☺☺
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