A bag of balloons contains 2 red balloons, 10 green balloons, 16 yellow balloons, and 7 orange balloons. What is the probability that a randomly selected balloon would be green or orange?
(10+7)/(2+10+16+7)
s=(2 red balloon,10 green balloon,16 yellow balloon,7 orange balloon) pr=no of required outcome=35 pr(green)=10/35 pr(orange)=7/35 pr(green or orange)=10/35+7/35=17/35
I had that same problem
A bag of balloons containers 80 bottles which are either green or purple there are 15 Green below for each probable how many green balloons are there in the bag ❓❓❓❓
A bag of balloons contains 2 red balloons, 13 green balloons, 17 yellow balloons, and 6 orange balloons. What is the probability that a randomly selected balloon would be green or orange?
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To find the probability of selecting a green or orange balloon, we need to calculate the total number of green and orange balloons, and then divide it by the total number of balloons in the bag.
Step 1: Calculate the total number of green and orange balloons.
There are 10 green balloons and 7 orange balloons, so the total number of green or orange balloons is 10 + 7 = 17.
Step 2: Calculate the total number of balloons in the bag.
The bag contains 2 red balloons, 10 green balloons, 16 yellow balloons, and 7 orange balloons. Adding them up gives 2 + 10 + 16 + 7 = 35.
Step 3: Calculate the probability.
The probability of randomly selecting a green or orange balloon is the number of green or orange balloons divided by the total number of balloons in the bag. So the probability is 17/35 ≈ 0.49, or approximately 49%.
Therefore, the probability of selecting a green or orange balloon is approximately 49%.