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L(1)=L(0)+rt. What does L(0) represent i...

`L_(1)=L_(0)+rt`. What does `L_(0) represent in the given expression?

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`L_(0)` represents the length of the organs at time Zero
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Image of one the other line mirror To find the image of L_(1)=0 through L_(1)=0 first we find the point of intersection of L_(1)=0 and L_(1)=0. Let this is B .Again we take a point A on the line L_(2) and find its image through L_(1)=0, let this is K .

Statement -1 : The lines (a + b) x + 2(a - b) y = 2a are concurrent at the point (1, 1/2) . Statement-2 : L_(1) + lambda L_(2) = 0 represents the equation of family of lines passing through the intersection of the lines L_(1) = 0 and L_(2) = 0 for all non - zero finite value of lambda

The energies of three consecutive energy levels L_(3), L_(2) and L_(1) of hydrogen atom are E_(0), 4E_(0)/9 and E_(0)/4 respectively. A photon of wavelength lambda is emitted for a transition L_(3) to L_(1) . What will be the wavelength of emission for transition L_(2) to L_(1) ?

Let L_(1) be a straight line passing through the origin and L_(2) be the straight line x+y=1 if the intercepts made by the circle x^(2)+y^(2)-x+3y=0 on L_(1) and L_(2) are equal,then which of the following equations can represent L_(1)?

Let 2a+3b+c=0 ,If x+5y+7=0 and L=0 are angle bisectors of two lines L_(1)=0 and L_(2)=0 such that L=0 is a member in the family of lines ax+by+c=0 Then area of triangle formed by L=0 with coordinate axes is (in sq,units)

The feasible for the following constraints L_(1) le 0, L_(2) ge 0, L_(3)=0, x ge 0, yge 0 in the diagram shown is

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  11. Give two examples of dedifferentiated tissue.

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