Carmen can type 18 words in 27 seconds. How many words can she type in 60 seconds?
Simple~ 40 words.
Don't make it harder than it needs to. Just set up a proportion. 18/27=x/60.
Notice: The numerators and denominators match up. Words to Words and Minutes to Minutes. Put the Variable on what you want to find out. Words or Minutes? In this case, it is words.
So, the answer is 40 words because
18x = 27 X 60 (Numerator X Numerator = Denominator X Denominator)
18x = 1620 (Solve for 27 X 60)
x = 40 (Divide by 18 on both sides of the equation)
Therefore, the answer is 40 Words (Don't forget to label!) Just kidding,
Hope that helps!
To find the number of words Carmen can type in 60 seconds, we can use a proportion.
Let's assume X represents the number of words Carmen can type in 60 seconds.
So the proportion can be set up as:
18 words / 27 seconds = X words / 60 seconds
To solve for X, we can cross multiply and then divide:
(18 words * 60 seconds) / 27 seconds = X words
By simplifying the equation:
(1080 words) / 27 seconds = X words
Now we can divide to find the value of X:
1080 words / 27 seconds = X words
The calculation is:
X = 40
Therefore, Carmen can type 40 words in 60 seconds.
To find out how many words Carmen can type in 60 seconds, we can set up a proportion using the given information.
Let's assume the number of words Carmen can type in 60 seconds is x.
We have the following proportion:
18 words / 27 seconds = x words / 60 seconds
To solve for x, we can cross-multiply:
18 * 60 = 27 * x
1080 = 27x
Now, we can solve for x by dividing both sides of the equation by 27:
1080 / 27 = x
x = 40
Therefore, Carmen can type 40 words in 60 seconds.