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boo3972
25.06.2019 •
Mathematics
Astudent needs at least 80% of all points on the tests in a class to get a b. there are three 100-point tests and a 250-point final. the student's test scores are 72%, 85%, and 78% for the 100 point tests. what is the least score the student can make on the final and still get a b?
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Ответ:
How many points are there total? (3*100)+250 = 550
So far, he has 72 + 85 + 78, or 235
He needs 0.80 * 550 for a B, or 440 points
440 - 235 = 205 points on the final to get a B
Percentage-wise, he needs 205/250, or 0.82
Ответ:
The expression that is greater than ³√125 is A. √125.
Because of the 3 above the radical in the original number, we know it's asking for the cube root of 125.
Between the square root and cube root of 125, the square root is much higher.
You can think of it by thinking of the square and cube of numbers.
2^2 = 4
2^3 = 8
2^2 = 2 * 2
2^3 = 2 * 2 * 2
Because of this, we know that √125 is going to be a higher number than ³√125.
Let's move on to the other possible answers so we can eliminate them.
We know that √25 is going to be less than √125 because the radicand is 5x larger than 25.
We know that ³√1,000/125 is going to be a very small number, as the cube root of 1000 is 10. 10/125 is a very small number.
We also know that 5 is less than √125, as √125 is larger than √25, and √25 is equal to 5.