Linear curve is obtained in arithmetic growth, because:
A
It has lag, log and stationary phase
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B
One daughter cell remains meristematic while the other daughter cell differentiates and matures
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C
Of the effect of environment on mitosis
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D
Of the ability of the plant to produce new plant material
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Solution
The correct option is B One daughter cell remains meristematic while the other daughter cell differentiates and matures The growth of the plant is plotted against time and if it shows a linear curve then the growth is called arithmetic growth. In this growth, the rate of growth is constant. It is found in the root or shoots elongating at a constant rate. Linear curve is obtained in arithmetic growth, because one daughter cell remains meristematic while the other daughter cell differentiates and matures.