Correct option is C
Explanation:
Let's break down the statements:
A. All three professional antigen-presenting cells (dendritic cells, macrophages, and B cells) possess the same capacity in respect to delivering the co-stimulatory signal.
This statement is incorrect. While all three types of professional antigen-presenting cells (APCs) can deliver co-stimulatory signals, dendritic cells are generally the most efficient at providing these signals. Dendritic cells are the most potent APCs for initiating T cell responses. Macrophages and B cells can also deliver co-stimulatory signals, but dendritic cells do it more effectively in the context of T cell activation. Hence, the statement is incorrect.
B. Co-stimulatory signals are not antigen-specific.
This statement is correct. Co-stimulatory signals, like those provided by B7 molecules on APCs, are independent of the antigen that is being presented. These signals are necessary for full T cell activation, regardless of the antigen. They act as a "second signal" to confirm the presence of a pathogen or other threat.
C. The principal co-stimulatory molecules expressed on antigen-presenting cells are B7-1 and B7-2.
This statement is correct. The principal co-stimulatory molecules on APCs are B7-1 (CD80) and B7-2 (CD86). These molecules interact with CD28 on T cells to provide the essential co-stimulatory signals for full T cell activation.
D. Unlike B7, CD28, the ligand for B7 which is expressed on T cells, is not a member of immunoglobulin superfamily.
This statement is incorrect.CD28, which binds to B7 molecules on APCs, is a member of the immunoglobulin superfamily. CD28 contains Ig-like domains that allow it to interact with the B7 molecules on APCs. So, the statement is incorrect.
Conclusion:
Statement A is incorrect because dendritic cells are much more efficient in delivering co-stimulatory signals compared to other APCs like macrophages and B cells.
Statement D is incorrect because CD28 is indeed a member of the immunoglobulin superfamily.
Statements B and C are correct.
Thus, the correct answer is Option 3: A and D, as these are the statements that are NOT true.


