$$ a $$ es paralela a $$ b $$ Determina cuál de las afirmaciones es correcta. α α α β β β γ γ γ δ δ δ a a a b b b

$$ \beta,\gamma $$ Colaterales$$ \gamma,\delta $$ Adyacentes

$$ \beta,\gamma $$ Colaterales $$ \alpha,\delta $$ Alternos

$$ \alpha,\beta $$ Colaterales $$ \gamma,\delta $$ Adyacentes

$$ \beta,\gamma $$ Colaterales$$ \gamma,\delta $$ Adyacentes

$$ \alpha,\beta $$ Adyacentes $$ \gamma,\delta $$ Alternos

Dados los ángulos de la figura ¿Cuál es la conexión entre ellos? $$ $$ α β

Opuestos por el vértice, iguales

Convert the fraction into a percentage:

$\frac{25}{40}=\text{?}$

00:06 Let's learn how to convert fractions into percentages.

00:11 If a fraction's bottom number is one hundred, the top number is the percentage.

00:19 Figure out what to multiply the bottom number by, so it becomes one hundred.

00:31 Multiply both numbers in the fraction by two point five to get one hundred on the bottom.

00:47 Now, let's try using this method in our example.

00:54 Great job! That's how you find the solution.

To solve this problem, let's convert the fraction $\frac{25}{40}$ into a percentage, using the following steps:

Simplify the fraction $\frac{25}{40}$ . The greatest common divisor of 25 and 40 is 5, so dividing both by 5 gives us: $\frac{25 \div 5}{40 \div 5} = \frac{5}{8}$ .
Use the conversion formula: $\frac{5}{8} \times 100 = \frac{500}{8}$ .
Perform the division: $\frac{500}{8} = 62.5$ .

Therefore, the fraction $\frac{25}{40}$ is equivalent to 62.5%.

The correct answer is choice : 62.5%, aligning with the given correct answer.

62.5%