Question

A card is drawn at random from the cards shown below. Find the probability of drawing a T. P(T) = _________. IntMatha_4Quiz2_lettercards.gif Responses 3/11 3/11 5/11 5/11 2/11 2/11 1/11

Answer 1

The question asks us to find the probability of drawing a card with the letter 'T' from a set of undefined cards. Since we do not have the specifics of how many cards are in the set or how many have the letter 'T', we cannot provide the exact probability. To calculate probability in general, use the following formula: Probability (P) of an event is the number of favorable outcomes divided by the total number of outcomes The probability of drawing a T from the given cards can be found by dividing the number of T cards by the total number of cards. From the given image, there are 3 T cards out of 11 total cards. Therefore, the probability of drawing a T is 3/11.

Final answer is The probability of drawing a T from the given cards is 3/11.

Answer 2

The probability of drawing a "T" from the set of letters MATHMATICAL is
`\( (1)/(6) \)`, as there are two "T"s out of a total of twelve letters in the set.

Let's go through the steps to find the probability of drawing a "T" from the given set of letters:

The set of letters is: M A T H E M A T I C A L

1. Count the number of occurrences of "T" in the set. There are two "T"s.

2. Determine the total number of letters in the set. There are 12 letters in total.

3. Use the probability formula:

`\[ P(T) = \frac{\text{Number of T's}}{\text{Total number of letters}} \]`

4. Substitute the values:

`\[ P(T) = (2)/(12) \]`

5. Simplify the fraction:

`\[ P(T) = (1)/(6) \]`

So, the probability of drawing a "T" is
`\( (1)/(6) \)`.

The complete question is:

A card is drawn at random from the cards shown below. Find the probability of drawing a T. P(T) = _________.