Coconuts were on sale, 4 for $4.44. Pineapples were on sale, 3 for $3,63. Whichof the following is true?
ОА.
1/6
Coconuts are 10¢ less each than pineapples,
Coconuts are 10¢ more each than pineapples,
B.
OC. Coconuts are each $1.21.
OD. Pineapples are each $1.11.

Answers

Answer 1
Answer: A. Coconuts are 10c less each than pineapples.
Answer 2
Answer:

Answer:

The answer is Coconuts are 10 cents less than the pineapples.

Step-by-step explanation:

You had to find what each of them cost which was $1.11 for each coconuts and the pineapples were $1.21 each. Then you had to subtract to find the difference which was 10 cents. So since the pineapples were more, the answer was the coconuts were 10 cents less than the pineapples.

Coconuts:  $4.44 ÷ 4 = $1.11 each   Pineapple:  $3.63 ÷ 3 = $1.21 each

1.21 - 1.11 = 10 cents    

     


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Tabitha has 1/3 of a gallon of lemonade. She shares the lemonade equally with three friends. Select the equation that shows how to calculate the fraction of a gallon of lemonade that each friend gets.

Answers

Answer:

(1)/(12) \ gallon

Step-by-step explanation:

-Let h denote the amount that each friend receives.

-The fraction, h, of each friend is obtained by dividing the total amount by the number of friends plus herself included:

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Answers

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Joe, Keitaro, and Luis play tennis. To decide who will play against each other in the first match, they put their names in a hat and choose two names without looking.What subset, A, represents the complement of the event in which Joe plays in the first match?


A = {KL}

A = {KJ, KL}

A = {KL, LK}

A = {KJ, KL, LJ}

Answers

Answer:  First Option is correct.

Step-by-step explanation:

Since we have given that

There are three person : Joe, Keitaro, Luis.

And two names will be selected for he game .

Possible events will be

\{JK,JL,KL\}

But we want to find the complement of the event in which Joe plays in hte first match,

As we know that complement of any events means eliminate that event from the universal set.

Event of getting Joe plays in the first match is given by

\{JK,JL\}

So, complement of this event that Joe plays in the first match is given by

\{KL\}

so, First Option is correct.

The possible events are:

{JK, JL, KL}

The events where J does not play (the first game) are: {KL}

Answer: A = {KL}

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Answers

Hello,

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Answers

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Answers

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