Hey guys I am here again with a new question please answer if you can.......An ice-cream parlour has 40 ice cream cups in four flavours orange, mango, chocolate, and vanilla. There are twice as many mango cups as orange cups. The number of chocolate cupsis one less than the number of orange cups. The number of vanilla cups is seven less than thenumber of mango cups. How many vanilla cups are there?.....just help me

Hey guys I am here again with a new question please answer if you can.

1.	Hey guys I am here again with a new question please answer if you can.......An ice-cream parlour has 40 ice cream cups in four flavours orange, mango, chocolate, and vanilla. There are twice as many mango cups as orange cups. The number of chocolate cupsis one less than the number of orange cups. The number of vanilla cups is seven less than thenumber of mango cups. How many vanilla cups are there?.....just help me
Answer» Houghton Mifflin MATH: Grade 5 Math Background Probability: Overview When an official tosses a coin in the AIR at the beginning of a football game and one of the team CAPTAINS calls “heads” or “tails,” what is the probability of the flipped coin coming up heads? Probability can be defined as “the likelihood that an event will occur.” An event is a specific outcome. In this case, the event is the coin landing on heads. The reason a coin is tossed before football games, for example, is because it allows a fair result, with two equally likely outcomes, heads or tails. The team CAPTAIN will either win or lose the toss. The probability that the coin will come up heads is 1 out of 2—one outcome, heads, out of two possible outcomes, heads or tails. This probability can be expressed as a ratio, one-half, and it can be stated as an equation: P(heads) = one-half. Thus, probability can be expressed as the ratio of the number of favorable outcomes to the number of possible outcomes.