Change the fraction to a decimal: 13/50

Answers

Answer 1
Answer: (13)/(50)=(13\cdot2)/(50\cdot2)=(26)/(100)=0.26

Related Questions

A circle has an area of 36π in2. What is the area of a sector of the circle that has a central angle ofπ 6? A)3 in2 B)6 in2 C)12 in2 D)196 in2
The sum of two numbers is 30.the first number is 1/5 of the second number. what are the numbers?
The average annual salary of the employees of a company in the year 2005 was ninety thousand dollars. It increased by the same factor each year and in 2006, the average annual salary was $91,200. Let f(x) represent the average annual salary, in thousand dollars, after x years since 2005. Which of the following best represents the relationship between x and f(x)?f(x) = 91.2(1.013)x f(x) = 90(1.013)x f(x) = 91.2(2.2)x f(x) = 90(2.2)x
If the volume is found using subtraction,what is the volume of the empty space that is subtracted?
Thank you, please show me the steps.

I need help with these please not number 3

Answers

Answer: A)  -4.6

b) 4.6 spaces left from the original spot

c) the totaal distance travled was 18.2 cm

Step-by-step explanation:

for a you add the amounts together, if you go left that's negative so you use subtraction

for b you count the amount you have from zero

for c you add all the numbers together and forget the signs

The formula for the volume of a cube is V(s) = s3 where s is the side length of the cube. What is the domain and range of this function?A.) s < 0, V(s) < 0
B.) s > 0, V(s) < 0
C.) s < 0, V(s) > 0
D.) s > 0, V(s) > 0

Answers

Answer:

Option D. s> 0, V(s)> 0

Step-by-step explanation:

we know that

The volume of a cube is equal to

V(s)=s^(3)

where

s is the side length of the cube

Remember that

The side length of the cube cannot be a negative number

so

s> 0

The domain is all real numbers greater than zero

The volume of the cube cannot be a negative number

so

V(s)> 0

The Range is all real numbers greater than zero

The domain is all the positive values and the range is also all the positive values.

Then the answer is the option D) s>0 and V(s) > 0.

A study was produced which involved 800 randomly selected individuals. Each participant was asked to identify whether they were currently employed or not. 583 responded they were employed while 148 responded that they were not employed. Identify the problem with this study.loaded questions

nonresponse

correlation and causality

self interest

Answers

Given:
800 randomly selected individuals
583 responded they were employed
148 responded they were not employed

583 + 148 = 731
800 - 731 = 69 missing response.

I think that the problem with this study is correlation and causality.

The correlation between two variables does not mean that it is the cause of the other variable. There are still a lot of factors to consider.

When one says he or she is not employed, it may mean that said individual is either a student or business owner.

Answer:

non-response

Step-by-step explanation:

not 100% sure

How much is 96.25 in a fraction

Answers

77/80 is the fraction in its simplest form
the answer is 96 1/4. 25 is one fourth of 100 and 96 is a whole number so the answer is 96 1/4 or it can also be 385/4 but 96 1/4 is in simplest form

A plant can either have a smooth seed (p) or a rough seed (q). Rough seeds are recessive and smooth seeds are dominant. In a population of 100 plants, 32 of them have rough seeds.p^2 + 2pq + q^2 = 1

a) What is q^2?

b) What is q?

c) What is p?

d) If there are 19 plants with rough seeds in a population of 100, what is the allele frequency for smooth seeds?

Answers

To calculate this, the Hardy-Weinberg principle can be used:

p² + 2pq + q² = 1 and p + q = 1

where p and q are the frequencies of the alleles (p - dominant, q - recessive), and p², q² and 2pq are the frequencies of the genotypes.

a) Since 32 plants have rough seed (recessive genotype: q²) out of 100 plants in total, then 

q² = 32/100 = 0.32


b) q = √q² = √0.32 = 0.56


c) Since p + q = 1, then

p = 1 - q = 1 - 0.56 = 0.44


d) 19 plants with rough seeds (recessive genotype: q²) in a population of 100 means that q² = 19/100 = 0.19

We need to calculate p (the allele frequency for smooth seeds).
We can find q because we know q²:

q = √q² = √0.19 = 0.44

Since p + q = 1, then

p = 1 - q = 1 - 0.4 = 0.56

I followed what the other user said and I think it's correct!

a) 0.32

b) 0.56

c) 0.44

d) 0.56

Math Homework about Trigonometry - Sine Rule.On a map whose scale is 8 cm to 1 km, an estate is shown as a quadrilateral ABCD. The length of the diagonal AC is 7 cm, BÂC = 55°, BĈA = 77°, DÂC = 90° and DĈA = 40°. (DRAW THE FIGURE)
Calculate:
a) the length, in cm, of the side AB on the map;
b) the length, in km, which represented by AD;
c) the area, in 
km², which represented by ΔADC.

Answers

The length of the side AB in cm is 9.45.

The length of the side AD in km is 1.02.

The area of ΔADC is 3.56 km².

How to find exterior angle of a triangle ?

The exterior angle of a triangle is sum of two opposite interior angles.

a)

The length of the side AB in cm on the map

∠B A C = 55 deg , ∠B C A = 77 deg

∴ ∠C A B is

We know the sum of all the interior angles of a triangle is 180 deg

So, ∠B A C + ∠B C A + ∠CAB = 180 deg

                55° +77° + ∠CAB = 180 deg

                ∠C A B = 48°

∴ sin B= 7/AB

 sin 48 deg = 7/AB

     AB = 7/0.74

     AB = 9.45 cm.

b)

The length of AD in km is

Again from interior angle theorem ∠ADC is

= 60 deg

So,sin 60 deg = 7/AD

     0.86 = 7/AD

        AD = 8.14 cm

∴AD in km is 1.02 k m s.

c)

The area of Δ ADC is

= 1/2 × AC × AD

= 1/2 × 7 × 8.14

= 28.5 cm²

So, the area in km²is

= 3.56 km².

Learn more about triangles here :

brainly.com/question/16886469

#SPJ2

The answer on un attached file.