The probability of drawing a card that contains one of the letters in the word 'MATH' is 2 / 13. The correct option is B.
Probability is defined as the ratio of the number of favourable outcomes to the total number of outcomes in other words the probability is the number that shows the happening of the event.
Probability = Number of favourable outcomes / Number of samples
Given that you have 26 cards, each labelled with a letter of the alphabet.
The probability of drawing a card that contains one of the letters in the word 'MATH' is calculated as:-
Probability = Number of favourable outcomes / Number of samples
Probability = 4 / 26
Probability = 2 / 13
Therefore, the probability of drawing a card that contains one of the letters in the word 'MATH' is 2 / 13. The correct option is B.
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B. 2(x+5) = 19
C. 5x + 2 = 19
D. 19 = 2x - 5
E. 10 + 5x = 19
F. 5x = 9
G. 10x + 5x = 19
What is the lower bound?
The lower bound of the number 6358 when rounded to the nearest one (nearest whole number) remains 6358 since it is already a whole number.
Rounding a number to the nearest one implies that we are rounding it to the nearest whole number or integer. In this case, the number 6358 was rounded to the nearest whole number, which means we want to find the lower bound of this rounded value.
When we round 6358 to the nearest whole number, we find that it becomes 6358 itself because it is already a whole number. Therefore, the lower bound of the rounded value is the same as the original value, which is 6358.
In summary, when 6358 is rounded to the nearest one (nearest whole number or integer), the lower bound of the rounded value is also 6358 because the original number is already a whole number. There is no change in the value when rounding to the nearest one in this case.
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6 units to the left
6 units up
6 units down
{46, 55}
{–1, 13}
{–15, 27}
{–21, 33}