# -87 1/8 as a decimal number

Answer: - (87*8 + 1) / 8 = - 697/8 = - 87.125

## Related Questions

Marco borrowed $150 from his brother.He has paid him back 30% so far.How much money does Marco still owe his brother? ### Answers 150*30% =$45
$150-$45 = $105 Marco still owes his brother$105
Michael still owes his brother \$105

It is possible to divid 15 by a mixed number and get a quotient greater than 15

yes if its a negative 15

Name four fractions whose
values are between 1/7 and 1/5

21/140, 22/140, 23/140, 24/140

Step-by-step explanation

7 and 5 have a common multiple of 140.

140/7 = 20 , 20/140

140/5 = 28, 28/140

21, 22, 23, 24, 25, 26, and 27 are all numbers between 20 and 28.

Four fractions that fall between 1/7 and 1/5 are 2/14, 3/21, 4/28 and 5/35. These fractions simplify to 1/7 when simplified but can serve as a reference. You could also use fractions like 2/13, 2/12, 2/11, and 2/10, which all fall between 1/7 and 1/5.

### Explanation:

To find four fractions whose values are between 1/7 and 1/5, we can increase the denominator while keeping the numerator constant or slightly increase the numerator. Some examples include 2/14, 3/21, 4/28, and 5/35. Let's analyze these:

1. In fraction 2/14, if we simplify it, we get 1/7. This is not strictly between 1/7 and 1/5 but is a good starting point.
2. In fraction 3/21, if we simplify it, we get 1/7. This is not strictly between 1/7 and 1/5 but it's a good reference.
3. Next, we have 4/28 which simplifies to 1/7. Again, it's not strictly between, but it's a good reference.
4. Finally, we have 5/35. This simplifies to 1/7, it's not strictly between, but it's a good reference.

Please note that you could also find fractions by increasing the numerator slightly, such as 2/13, 2/12, 2/11, and 2/10 where all these fractions will lie between 1/7 and 1/5.

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on a test, 20 problems were given. five points were given for each correct anawer, and 2 points deducted for each incorrect answer. How many correct answers are required to score 79 on the test?

you cant technically get a 79 unless you get 3 point for a question

Option A:

Option C:

Solution:

Given ΔRST similar to ΔABC.

To determine which statements are true for the given similarity triangles.

Option A:

By the similarity theorem,

If two triangles are similar, then the corresponding angles are equal and the corresponding sides are in the same ratio or proportion.

Therefore,

It is true.

Option B:

By the similarity theorem, corresponding angles are equal.

∠S is corresponding to ∠B.

So, .

That means ∠S is not corresponding to ∠A.

Therefore, it is false.

Option C:

By the similarity theorem, corresponding angles are equal.

∠R is corresponding to ∠C.

Therefore .

It is true.

Option D:

We already, proved in option A that

Therefore, .

It is false.

Option A and Option C are true.

Hence   and .

Enter the equation of the line in slope-intercept form.Slope is 4, and (5, 2) is on the line.

The equation of the line is y =