Calculate the probability of drawing a red slip from a bag containing 3 blue, 4 red, 2 green, and 6 yellow slips.

The handwritten work for question 40 is ✅ Correct. Step 1: The number of red slips is 4. Step 2: The total number of slips is 3 (blue) + 4 (red) + 2 (green) + 6 (yellow) = 15. Step 3: The probability of drawing a red slip is the number of red slips divided by the total number of slips: 4/15.

Calculate the probability of drawing a red slip from a bag containing 3 blue, 4 red, 2 green, and 6 yellow slips.

The handwritten work for question 40 is ✅ Correct. Step 1: The number of red slips is 4. Step 2: The total number of slips is 3 (blue) + 4 (red) + 2 (green) + 6 (yellow) = 15. Step 3: The probability of drawing a red slip is the number of red slips divided by the total number of slips: 4/15.

Solved: Calculate the probability of drawing a red slip…

The handwritten work for question 40 is ✅ Correct.

Calculate the probability of drawing a red slip from a bag containing 3 blue, 4 red, 2 green, and 6 yellow slips.

Answer

Step-by-step solution

The number of red slips is 4.

The total number of slips is $3 (\text{blue}) + 4 (\text{red}) + 2 (\text{green}) + 6 (\text{yellow}) = 15$ .

The probability of drawing a red slip is the number of red slips divided by the total number of slips

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Calculate the probability of drawing a red slip from a bag containing 3 blue, 4 red, 2 green, and 6 yellow slips.

Answer

Step-by-step solution

The number of red slips is 4.

The total number of slips is 3(blue)+4(red)+2(green)+6(yellow)=153 (\text{blue}) + 4 (\text{red}) + 2 (\text{green}) + 6 (\text{yellow}) = 153(blue)+4(red)+2(green)+6(yellow)=15.

The probability of drawing a red slip is the number of red slips divided by the total number of slips

Still stuck on this one?

More Mathematics Questions

The total number of slips is $3 (\text{blue}) + 4 (\text{red}) + 2 (\text{green}) + 6 (\text{yellow}) = 15$ .