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angelapegues20097
23.06.2019 •
Mathematics
Dionne builds a pattern that is represented by the equation b = 2f + 6, where f is the figure number of the pattern and b is the number of blocks in each figure. how many blocks are needed to make the 9th figure in the pattern? enter your answer in the box.
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Ответ:
Step-by-step explanation:
Dionne's pattern is represented by the equation
where
is the figure number of the pattern and
is the number of blocks in each figure.
We want to find the the number of blocks needed to make the
pattern.
We substitute
into the formula to obtain;
Therefore 24 blocks are needed to make the 9th figure in the pattern.
Ответ:
The number of blocks needed to make the 9th figure in the pattern is 24 and this can be determined by using the given data and arithmetic operations.
Given :
Dionne builds a pattern that is represented by the equation b = 2f + 6.f is the figure number of the pattern.b is the number of blocks in each figure.The following steps can be used to determine the number of blocks needed to make the 9th figure in the pattern:
Step 1 - Write the equation of the pattern that Dionne builds.
Step 2 - Now, the number of blocks needed to make the 9th figure in the pattern is:
b = 18 + 6
b = 24
So, the number of blocks needed to make the 9th figure in the pattern is 24.
For more information, refer to the link given below:
link
Ответ:
According to my evaluations this equation is very petty and most likely has an answer. There are variables and numbers "3x". This part of the equation makes me feel special because 3 is a prime number. It is also mysterious because we dont know for sure what x is. This equation teaches the mathematician the true meaning of life. As it demonstrates the complexity, the information you know for sure and the information that you will learn in the future. The reader will also learn that not all problems can be solved and the ones that can be solved should be solved with varying difficulty. Finally the individual will realize that everyone has their own method to solve problems and go about life. In conclusion, this pretty equation teaches the mathematician about the importance of hard work and acceptance of everyone in their community.