When writing a repeating decimal as a fraction the denominators are not always only 9s or 9s and 0s
The repeating decimal is as a result of the numbers ( i.e. the numerator and denominator values ) and not necessarily because the digits in the denominator are only 9s or 9s and 0s. as seen in the example below.
Example : 5/6 and 5/3 expressed as a decimal
5/6 = 0.83333333
5/3 = 1.66666---
Hence the repeating decimal as a fraction in number is dependent on the values of the numerator and denominator and not on 9s or 9s and 0s
learn more : brainly.com/question/602727
thats not necessarily true. 0.8333... is just 5/6 as a decimal. I suppose it depends on the number.
The total number of students who participated in the survey are 100.
Given to us
The number of students who choose other as their favorite subject = 20 students
Math = 30%
English = 45%
Let the total number of students in the survey be x.
We know that percentage is always 100%, therefore,
Total number of students in the survey = other + Math +English
100% = other + 30% + 45%
100% - 30% - 45% = other
other = 25%
Thus, the percentage of students who choose another as their favorite subject is 25%.
We know that the number of students who choose English as their favorite subject in the surveys is 20, therefore,
25% of the total number of students = 20
Hence, the total number of students who participated in the survey is 100.
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B.)a triangular pyramid when sliced perpendicular to its base
C.)a triangular prism when sliced parallel to its base
D.)a triangular prism when sliced perpendicular to its base
A triangular prism when sliced parallel to its base will always yields a cross section that is the same shape and size as the base of the figure, i.e. option (C).
Triangle is a two dimensional shape having three side and sum of all angles is equals to .
We have,
A Triangle
So,
According to question,
Now,
When we will slice triangle,
We get two triangles,
Now,
The two triangles at each end of the triangular prism are parallel and congruent to each other.
i.e.
Their corresponding angles are equal.
Their corresponding sides are equal.
So,
They will have the same cross-section.
Hence, we can say that if a triangular prism when sliced parallel to its base will always yields a cross section that is the same shape and size as the base of the figure, i.e. option (C).
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4 in.? Use 3.14 for p. Show the equation you use as well as all of your work to solve.
Put each step of your work in a new line.