Answer:
The answer is 692.
Step-by-step explanation:
Number of cars with automatic transmissions = 356
Number of cars with power steering = 240
Number of cars with both of these options = 96
Number of cars that were manufactured with at least one of the two options = x
x = Number of cars with automatic transmission + Number of card with power steering + Number of cars with both of these options
x = 356 + 240 + 96
x = 692
The number of cars manufactured with at least one of the two options is 692.
Answer:
The Number of cars were manufactured with at least one of the two options is 509
Explanation:
Let A = no. of cars manufactured with automatic transmissions = 356
and that with power steering = B = 240 which is given
And those with both these options is given by A∩B
which is A intersection B is = 96 given
We know that AUB = which gives the no. of cars manufactured with at least one of the two options and is given by
AUB = A + B - A∩B
Substituting values in above we get
AUB = 356 +240 - 96 = 509 which is the Number of cars were manufactured with at least one of the two options
