What is the experimental probability a quarterback will complete his next pass if he has completed 30 of his last 40 passes?

Answers

Answer 1

Answer:

Answer:

75%

Step-by-step explanation:

We know that the quarterback has completed 30 of 40 passes. This means that the ratio of completed passes to total passes is 30:40. Converting this to a fraction, we get 30/40, which can be simplified to 3/4. 3/4 as a percentage is 75%. Therefore, the final answer is 75%.

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A freight elevator has a capacity of just under 3,000 pounds . A group of movers wants to move a piano that weighs 900 pounds and several crates of electronic that weigh 300 pounds each Part A : Write an inequality that shows how many crates of electronics can go on the freight elevator with the piano . Part B : Solve the inequality from Part A to find how many crates of electronics can go on the freight elevator

Answers

Freight elevator's capacity will be defined as c.

Pounds (weight) will be defined as w.

So we can say that:

c<3000w

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Piano will be defined as 900w.

Number of crates of electronics will be defined as n300w, as we don't know how many crates there are.

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So, with this information we can say that:

$900w+n300w<3000w$

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Now let's find out how many crates (n) can go on that elevator with the piano...

$900w+n300w<3000w\n \n n300w<3000w-900w\n \n n300w<2100w$

$\n \n \frac { 1 }{ 300w } \cdot n300w<2100w\cdot \frac { 1 }{ 300w } \n \n n<\frac { 2100 }{ 300 } \cdot \frac { w }{ w } \n \n n<7$

The elevator won't be able to accommodate a piano and 7 crates of electronics but it will be able to accommodate a piano and 6 crates of electronics.

part A + B if you subtract 3,000 - 900 ( piano ) = 2,100 then if you keep subtracting 300 ( 1 crate of electronics ) soon you will get down to 0 then you can count how many times you subtracted 300 which in my answer 6 crates will fit with the piano part A ( 3,000 - 900) - 300 until 0 because it's 6 crates it said it was just under 3,000 pounds not on the exact weight.

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Answers

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Answers

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