Question

What does Vx-(A(2) + B(x)) symbolize?

a. AllAs are not
b. Everything is A and not B.
c. Not all As are Bs.
d. No As are Bs.

Answer 1

The expression Vx-(A(2) + B(x)) represents the difference between Vx and the sum of A(2) and B(x). It symbolizes that not all As are Bs. the correct interpretation is c.

Step-by-step explanation:

The expression Vx-(A(2) + B(x)) symbolizes the quantity obtained by subtracting the sum of the quantities A(2) and B(x) from Vx.

In other words, it represents the difference between Vx and the result of multiplying A by 2 and B by x and adding them together.

For example,

if Vx = 5, A = 3, and B = 2, and x = 4,

then Vx-(A(2) + B(x)) = 5 - (3(2) + 2(4)) = 5 - (6 + 8) = 5 - 14 = -9.

Therefore, the correct interpretation is c. Not all As are Bs.