Given the fraction of the students that can recognize all 26 letters, the number of student that still needs to learn the entire alphabet is 21.
<h3>How many students still needs to learn the entire alphabet?</h3>
Given that;
Number of students enrolled (no English) at ABC n = 150
6/7 of the students can recognize all 26 letters.
Number of students that can recognize all 26 letters will be;
6/7 × n = ?
6/7 × 150 = 128.6 ≈ 129
Now, the number of student that still needs to learn the entire alphabet will be;
x = n - Number of students that can recognize all 26 letters
x = 150 - 129
x = 21
Therefore, given the fraction of the students that can recognize all 26 letters, the number of student that still needs to learn the entire alphabet is 21.
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Can you post the scale drawing please so I can help you
D is the answer. Because each side you times it buy its least common factor.
The volume of the cylinder is <span>552.92</span>
Answer: x ≥ 6
Step-by-step explanation:
So 6 - 20 would equal -14 which is greater than -15 making it our inequality equal to or greater then 6