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TLS Online TPP Program

#Question id: 3631

Six different mutations 1 to 6, from the following results of functional allelism tests whereby the mutants were crossed with each other, determine location of mutant gene.

#Unit 8. Inheritance Biology

  1. There are three linkage groups, mutations 1 and 4 represent one linkage group, 2 and 5 represent second linkage group, and 5 and 3 represents third linkage group

  2. There are three linkage groups, mutations 1 and 3 represent one linkage group, 2 and 5 represent second linkage group, and 5 and 4 represents third linkage group

  3. There are three non-allelic genes, mutations 1 and 4 represent one gene, 2 and 5 represent second gene, and 5 and 3 represents third gene

  4. There are three non-allelic genes, mutations 1 and 5 represent one gene, 2 and 4 represent second gene, and 5 and 3 represents third gene

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TLS Online TPP Program

#Question id: 23634

#General Aptitude

When an error of 1% is made in the length and breadth of a rectangle, the percentage error (%) in the area of a rectangle will be
TLS Online TPP Program

#Question id: 23635

#General Aptitude

Three individuals X, Y, Z hired a car on a sharing basis and paid Rs. 1, 040. They used it for 7, 8, 11 hours, respectively. What are the charges paid by Y?
TLS Online TPP Program

#Question id: 23636

#General Aptitude

A, B, C, D and E distribute some cards among themselves in a manner that A gets one less than B; C gets 5 more than D; E gets 3 more than B while D gets as many as b. who gets the least number of cards?
TLS Online TPP Program

#Question id: 23637

#General Aptitude

How many numbers from 1 to 100 are such each which is divisible by 8 and whose at least one digit is 8?
TLS Online TPP Program

#Question id: 23638

#General Aptitude

The minimum number of colours required to paint all the sides of a cube so that no two adjacent faces may have the same colour, is
TLS Online TPP Program

#Question id: 23639

#General Aptitude

There are three pillars X, Y and Z of different heights. There spiders A, B and C start of climb on these pillars simultaneously. In one chance A climbs on X by 5 cm but slips down 1 cm. B climbs on Y 6 cm but slips down 3 cm. C climbs on Z 7 cm but slips down 2 cm. If they each requires 50 chances to reach the top of the pillar, what is the height of the shortest pillar?