Home
Class 12
BIOLOGY
Cryptogram of TMV is (a) R/1, 1/8, S/S,...

Cryptogram of TMV is
(a) R/1, 1/8, S/S, S/Af
(b) R/2, 1/5, E/P, O/S
(c) R/1, 2/5, E/E, S/O
(d) R/1, 2/7, E/E, S/O

A

R/1, 1/8, S/S, S/Af

B

R/2, 1/5, E/P, O/S

C

R/1, 2/5, E/E, S/O

D

R/1, 2/7, E/E, S/O

Text Solution

AI Generated Solution

The correct Answer is:
To determine the correct cryptogram for the Tobacco Mosaic Virus (TMV), we need to analyze the options provided based on the characteristics of TMV. ### Step-by-Step Solution: 1. **Understanding TMV**: - TMV stands for Tobacco Mosaic Virus, which is a plant virus. - It contains single-stranded RNA as its genetic material. 2. **Cryptogram Structure**: - The cryptogram is divided into four parts: - The first part indicates the type of nucleic acid. - The second part indicates the molecular weight. - The third part indicates the shape of the virus. - The fourth part indicates the mode of transmission. 3. **Analyzing the First Part (Nucleic Acid)**: - Since TMV has single-stranded RNA, the first part of the cryptogram should be "R" for RNA. - Additionally, TMV has one RNA molecule, so it should be "R/1". - We can eliminate options that do not start with "R/1". 4. **Analyzing the Second Part (Molecular Weight)**: - The molecular weight of TMV is approximately 2.5 x 10^6 daltons, which corresponds to "2/5" in the cryptogram. - Therefore, we need to look for "1/5" or "2/5" in the options. - Since we already established that the first part must be "R/1", we can eliminate any options that do not have "2/5". 5. **Analyzing the Third Part (Shape)**: - TMV has an elongated rod shape, which is represented as "E/E" in the cryptogram. - We need to check for options that have "E/E". 6. **Analyzing the Fourth Part (Mode of Transmission)**: - TMV spreads without any vector, which is represented as "S/O" in the cryptogram. - We need to confirm that the option includes "S/O". 7. **Final Evaluation**: - After analyzing all parts of the cryptogram, we can summarize: - The correct cryptogram for TMV should be "R/1, 2/5, E/E, S/O". - Looking at the options: - (a) R/1, 1/8, S/S, S/Af - (b) R/2, 1/5, E/P, O/S - (c) R/1, 2/5, E/E, S/O - (d) R/1, 2/7, E/E, S/O - The only option that matches our findings is **(c) R/1, 2/5, E/E, S/O**. ### Conclusion: The correct cryptogram of TMV is **(c) R/1, 2/5, E/E, S/O**.
Promotional Banner

Topper's Solved these Questions

  • VIRUSES VIROIDS AND PRIONS

    DINESH PUBLICATION ENGLISH|Exercise CYG|13 Videos
  • VIRUSES VIROIDS AND PRIONS

    DINESH PUBLICATION ENGLISH|Exercise CYG|13 Videos
  • VERTEBRATA-AGNATHA AND PISCES

    DINESH PUBLICATION ENGLISH|Exercise Check Your Grasp|12 Videos

Similar Questions

Explore conceptually related problems

The chirality of the compound (a)E (b)R (c)S (d) Z

Match the columns and choose correct options. (1) a-q, b-r, c-s, d-p (2) a-s, b-p, c-q, d-r (3) a-q, b-p, c-s, d-r (4) a-s, b-p, c-r, d-q

Name the types of interaction or intermolecular forces of which potential energy-distance function are given below (a) Eprop (1)/ (r ) (b) E prop (1)/(r^(2)) (c ) E prop (1)/(r^(3)) (d) E prop (1)/(r^(4)) (e) E prop (1)/(r^(6)) .

Consider two charged metallic spheres S_(1) , and S_(2) , of radii R_(1) , and R_(2) respectively. The electric fields E_(1) , (on S_(1) ,) and E_(2) , (on S_(2) ) their surfaces are such that E_(1)//E_(2) = R_(1)//R_(2) . Then the ratio V_(1) (on S_(1) )/ V_(2) (on S_(2) ) of the electrostatic potential on each sphere is

Two poles are a metres apart and the height of one is double of the other. If from the middle point of the line joining their feet an observer finds the angular elevations of their tops to be complementary, then the height of the smaller is (a) sqrt(2)am e t r e s (b) a/(2sqrt(2))m e t r e s (c) a/(sqrt(2))m e t r e s (d) 2am e t r e s

Predict total spin for each configuration : (A) 1s^(2) " " (B) 1s^(2),2s^(2),2p^(6) (C ) 1s^(2),2s^(2),2p^(5) " " (D) 1s^(2),2s^(2),2p^(3) (E) 1s^(2),2s^(2)2p^(6),3s^(2) 3p^(6)3d^(5),4s^(2)

Two numbers are randomly selected and multiplied. Consider two events E_1 and E_2 defined as E_1 : Their product is divisible by 5 and E_2 Unit's place in their product is 5 Which of the following statement(s) is/are correct? (a) E_1 is twice as likely to occur as E_2 . (b) E_1 and E_2 are disjoint. (c) P( E_1 / E_2 )=1/4 (d) P( E_1 / E_2 )=1

Find the value of lambda so that the points P ,Q ,R and S on the sides O A ,O B ,OC and A B , respectively, of a regular tetrahedron O A B C are coplanar. It is given that (O P)/(O A)=1/3,(O Q)/(O B)=1/2,(O R)/(O C)=1/3 and (O S)/(A B)=lambdadot (A) lambda=1/2 (B) lambda=-1 (C) lambda=0 (D) for no value of lambda

If S_p denotes the sum of the series 1+r^p+r^(2p)+ toooa n ds_p the sum of the series 1-r^(2p)r^(3p)+ tooo,|r|<1,t h e nS_p+s_p in term of S_(2p) is 2S_(2p) b. 0 c. 1/2S_(2p) d. -1/2S_(2p)

In Fig.88 P R is a straight line and /_P Q S :/_S Q R=7: 5. The measure of /_S Q R is (a) ( b ) (c) (d) (e) 60^(( f )0( g ))( h ) (i) (j) (b) ( k ) (l) 62 (m) (n) (o)1/( p )2( q ) (r)^(( s )0( t ))( u ) (v) (w) (c) ( d ) (e) 67 (f) (g) (h)1/( i )2( j ) (k)^(( l )0( m ))( n ) (o) (p) (d) ( q ) (r) (s) (t) 75^(( u )0( v ))( w ) (x) (y)