Your checkbook shows a balance of $413. Your bank statement says you have $373. Assuming you are missing just one transaction, what is the amount of the transaction you are missing?

Answers

Answer 1

Answer: If your account shows a balance of $413 and you only have one missing transaction, with a final balance in your account of $373, then:

$413 + x = $373
x = $373 - $413
x = - $40

So, the transaction is a withdrawal (or loss) of $40.

Answer 2

Answer: The amount the of the transaction you are missing is exactly $40 dineros!!!

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EASY MATH QUESTION PLEASE I NEED HELP!

Answers

Answer:

x=8/3

Step by step

determine the defined range

remove parentheses

move the terms

collect like terms and calculate

divide both sides

In January, a bookstore sells 450 books, but in February, it sells only 300 books. What is the percent of change from January to February?66.7%
-33.3%
50%
-50%

Answers

Answer:

- 33.33%

Step-by-step explanation:

Given,

The number of books sold on January = 450,

While, the number of books sold on February = 300

Thus, the percent of change from January to February = $\frac{\text{books sold on February-books sold on January}}{\text{books sold on January}}* 100$

$=(300-450)/(450)* 100$

$=-(15000)/(450)$

$\approx -33.33\%$

Second option is correct.

January : 450 books
February : 300 books

the difference of Jan to Feb = 300 - 450 = -150
the percent of change = -150/450 x 100% = -33,3 %

7|3y – 4|– 8 = 48
Please help!

Answers

Answer: y=4 or y= 4 over 3

Step-by-step explanation:

Answer:

y=4

Step-by-step explanation:

At a competition with 5 runners, 5 medals are awarded for first place throughfifth place. Each medal is different. How many ways are there to award the
medals?
Decide if the situation involves a permutation or a combination, and then find
the number of ways to award the medals.

Answers

Answer: Permutation; number of ways = 120

Step-by-step explanation:

Answer with explanation:

Number of runner= 5

Number of Distinct Medal = 5

First Medal can be Awarded in 5 ways, second Medal can be awarded in 4 ways and third Medal can be awarded in 3 ways , fourth medal can be awarded in 2 ways and fifth Medal can be awarded in one way.

So, total number of ways =5 × 4×3×2×1=120 way

⇒We will use the concept of Permutation as there are five distinct medal and five different runners

So, Five distinct places can be filled in 5! or $_(5)^(5)\textrm{P}$ ways as order of arrangement is Important because any of the five candidates can win first second, third , fourth or fifth Prize.