If a letter is selected at random from the letters of the word TRIANGLE, then what is the probability that it will be a consonant?

2 / 7

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3 / 8

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5 / 8

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1 / 8

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Solution

The correct option is C $5 / 8$
Total number of alphabets in TRIANGLE $= 8$
Out of these consonants are T, R, N, G, L which are $5$ in number.
So, probability that a letter will be a consonant $= \frac{5}{8}$

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If a letter is selected at random from the letters of the word TRIANGLE, then what is the probability that it will be a consonant?

The correct option is C 5/8Total number of alphabets in TRIANGLE =8 Out of these consonants are T, R, N, G, L which are 5 in number. So, probability that a letter will be a consonant =58

The correct option is C $5 / 8$
Total number of alphabets in TRIANGLE $= 8$
Out of these consonants are T, R, N, G, L which are $5$ in number.
So, probability that a letter will be a consonant $= \frac{5}{8}$