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Miss Davies bought a bag of gummies at the Bulk Barn. The gummies are sold by weight. In the bag there were pink, yellow, purple, and turquoise gummies.
1.Is it possible to determine the probability of selecting a pink gummy from the bag? Explain
2. If there are 50 gummies in the bag is it possible to determine the probability of selecting a pink gummy? Explain
3. What if there are 20 turquoise, 15 purple, 13 pink and 2 yellow, can you determine the probability of selecting a pink gummy? Explain.
4. Do any of the coloured gummies have an equal chance f being selected? Explain.
5. What if a second bag is purchased and there are 58 gummies in the bag and now there are 18 turquoise, 15 purple, 11 yellow, what is the fraction of selecting a pink gummy from the bag?
6. What if Miss Davies snuck 3 pink gummies and 3 purple gummies for herself before offering the bag to the class during math. How do the numbers change? Explain.
1.Is it possible to determine the probability of selecting a pink gummy from the bag? Explain
2. If there are 50 gummies in the bag is it possible to determine the probability of selecting a pink gummy? Explain
3. What if there are 20 turquoise, 15 purple, 13 pink and 2 yellow, can you determine the probability of selecting a pink gummy? Explain.
4. Do any of the coloured gummies have an equal chance f being selected? Explain.
5. What if a second bag is purchased and there are 58 gummies in the bag and now there are 18 turquoise, 15 purple, 11 yellow, what is the fraction of selecting a pink gummy from the bag?
6. What if Miss Davies snuck 3 pink gummies and 3 purple gummies for herself before offering the bag to the class during math. How do the numbers change? Explain.
