Mrs. Williamson had 18 students in her homeroom at the beginning of the school year And 24 students at the end of the year what was the approximate percent increase in the number of students in Miss Williamson‘s homeroom
Answers
Answer:
There was an increase of 33.33% in Miss Williamson‘s homeroom
Step-by-step explanation:
Percentage increase in the number of students=((Final number-Initial number)/Initial Number)×100
where;
Initial number of students=18 students
Final number of students=24 students
Replacing;
((24-18)/18)×100=(6/18)×100=33.33% increase
There was an increase of 33.33% in Miss Williamson‘s homeroom
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-3 -4
Step-by-step explanation:
Bc it's why not ...... ummmmmmm
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thats not a question
Step-by-step explanation:
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Answer:
16.3
Step-by-step explanation:
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Final answer:
The statement 'Half of j minus 5 is the sum of k and 13' represents an algebraic equation and it can be written in the mathematical form as j/2 - 5 = k + 13. To solve for j, the equation can be rearranged to j = 2*(k + 13 + 5).
Explanation:
The question seems to involve solving an algebraic equation. First, let's convert the statement, 'Half of j minus 5 is the sum of k and 13', into its mathematical form.
Here 'half of j' can be written as j/2, 'minus 5' as '- 5', and 'the sum of k and 13' can be written as k + 13.
So the mathematical equation is: j/2 - 5 = k + 13.
If you need to solve this for j, you can rearrange the equation like so: j = 2*(k + 13 + 5). This formula will give you the variable j with respect to variable k.
Learn more about Algebraic Equation here:
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