Match the names correctly with their achievement. Scientist Contribution a. E. Kurosawa i. Isolated auxin from coleoptile tips of oat seedling b. F. Skoog and Miller ii. Confirmed the release of a volatile substance from ripened oranges that hastens ripening of bananas c. F. W. Went iii. The foolish seedling disease of rice d. H.H. Cousins iv. Identified and crystallized kinetin

Question

Match the names correctly with their achievement. Scientist Contribution a. E. Kurosawa i. Isolated auxin from coleoptile tips of oat seedling b. F. Skoog and Miller ii. Confirmed the release of a volatile substance from ripened oranges that hastens ripening of bananas c. F. W. Went iii. The foolish seedling disease of rice d. H.H. Cousins iv. Identified and crystallized kinetin (A) a-iii, b-ii, c- iv, d-i (B) a-iii, b-iv, c- i, d-ii (C) a-ii, b-i, c- iv, d-iii (D) a-iii, b-i, c-ii, d-iv

Tardigrade Admin · Accepted Answer

Auxin was isolated by F.W. Went from tips of coleoptiles of oat seedlings. Skoog and Miller identified and crystallized the cytokinesis promoting active substances that they termed kinetin. E. Kurosawa reported the appearance of symptoms of the 'Bakane' (a foolish seedling disease in uninfected rice seedlings when they were treated with sterile filtrates of the fungus. H.H. Cousins confirmed the release of a volatile substance from ripened oranges that hastened the ripening of stored unripened bananas.

$a - iii, b - ii, c - i v, d - i$

$a - iii, b - i v, c - i, d - ii$

$a - ii, b - i, c - i v, d - iii$

$a - iii, b - i, c - ii, d - i v$

Scientist	Contribution
$a .$ E. Kurosawa	i. Isolated auxin from coleoptile tips of oat seedling
$b .$ F. Skoog and Miller	ii. Confirmed the release of a volatile substance from ripened oranges that hastens ripening of bananas
$c .$ F. W. Went	iii. The foolish seedling disease of rice
$d .$ H.H. Cousins	iv. Identified and crystallized kinetin

a−iii,b−ii,c−iv,d−i

a−iii,b−iv,c−i,d−ii

a−ii,b−i,c−iv,d−iii

a−iii,b−i,c−ii,d−iv

$a - iii, b - ii, c - i v, d - i$

$a - iii, b - i v, c - i, d - ii$

$a - ii, b - i, c - i v, d - iii$

$a - iii, b - i, c - ii, d - i v$