Percents

We are asked to express the diagram as a fraction. For this, we need to determine its numerator and denominator. We can find the denominator by counting the total number of parts in the bar.

There are 8 parts in total. This means that the denominator of the fraction is 8. ?/8 Now let's focus on the number of shaded parts to find the numerator. We can see that there are 7 shaded parts. This is the value of the numerator. 7/8 Therefore, we can represent the shaded part of the diagram as the fraction 78.

We found that the fraction 78 represents the given diagram. Let's find the corresponding percent. We can start by dividing the numerator by the denominator by using long division.

The quotient is 0.875. Next, multiply the decimal number by 100 %. For this, move its decimal point two places to the right. 0.875* 100 % =87.5 % This means that 78 is equivalent to 87.5 %. 7/8=87.5 %

We need to rewrite 1455 as a percent. Let's start by dividing 14 by 55 by using long division. We will divide to four decimal places.

The quotient is 0.2545. Next, multiply this decimal number by 100 by moving the decimal point two places to the right. 0.2545* 100=25.45 Since the last digit is 5, we round the number up to 25.5. Therefore, 1455 is equivalent to about 25.5 %.

We want to rewrite 2739 as a percent. Let's start by dividing 27 by 39 to four decimal places using long division.

The quotient is 0.6923. Next, multiply this number by 100. Since 0.6923 is a decimal number, move the decimal point two places to the right to multiply it by 100. 0.6923* 100=69.23 We can round this number to 69.2. This means that 2739 is about 69.2 %.

We are asked to rewrite 42 % as a fraction. Let's start by recalling the definition of a percent. It is the ratio of a number to 100. n % = n/100 Let's apply this formula to 42 %. 42 % = 42/100 Now we need to see if we can simplify the fraction. First, let's split the numerator and denominator into prime factors. 42 & = 2* 3* 7 100&= 2* 2* 5* 5 The numbers share only one factor, 2. This is their GCF. GCF(42,100)=2 We will divide the numerator and the denominator by 2 to simplify the fraction.

Therefore, 42 % corresponds to the fraction 2150.

Now let's rewrite 28 % as a fraction. We will start by recalling the definition of a percent again. n % = n/100 Let's apply this formula to 28 %. 28 % = 28/100 Next, we should simplify the fraction. We will start by splitting the numerator and denominator into prime factors. 28 & = 2* 2* 7 100&= 2* 2* 5* 5 The numbers share only two common factors. Their product is the GCF of 28 and 100. GCF(28,100)=2* 2=4 Finally, let's divide the numerator and the denominator by their GCF to simplify the fraction.

Therefore, 28 % is equivalent to the fraction 725.

We are given the decimal number 2.11. Let's rewrite it as a percent by multiplying it by 100. We can do this by moving the decimal point two places to the right.

Remember to add the percent sign at the end!

The decimal number 2.11 corresponds to 211 %.

We need to rewrite the decimal number 0.504 into a percent. Let's begin by multiplying the number by 100. We can do it by moving the decimal point two places to the right.

Then add a percent sign to the product.

Therefore, 0.504 is equivalent to 50.4 %.

We are given the percent 12.4 %. Let's rewrite it as a decimal by dividing the number by 100. Note that to divide by 100, we can move the decimal point two places to the left.

Now that we know the quotient, we can write the decimal number that is equivalent to 12.4 %.

Let's rewrite 607 % as a decimal number. We can do this by dividing the number by 100. Move the decimal point two places to the left.

The quotient is 6.07. Therefore, 6.07 is the decimal number that corresponds to 607 %.