Spain Javier Fernandez 86.98 166.94
Japan Yuzuru Hanyu 101.45 178.64
Japan Tatsuki Machida 83.48 169.94
Kazakhstan Denis Ten 84.06 171.04
For one of the planned elements of Patrick Chan's free program, the judges awarded him 1.9 times the base score of the element. If they awarded him 3.80 points, what was the base score of the element?
_________ points.
The base score of the element for which Patrick Chan was awarded 3.80 points, being 1.9 times the base score, is 2 points.
Patrick Chan's base score for the particular element can be calculated by dividing the score awarded by the judges by the multiplication factor. Given the score awarded was 3.80 points and this was 1.9 times the base score, we can find the base score by dividing 3.80 by 1.9. Hence, the base score of the element can be found using the formula:
Base Score = Score Awarded / Multiplication Factor
Substituting our values we get:
Base Score = 3.80 / 1.9 = 2 points.
So, the base score for the element that was performed by Patrick Chan was 2 points.
#SPJ12
Select the inequality that represents this relationship.
+
OA. 3.+ 15 > 12
O B. 3. s
OC. 31 < x2
OD. 3.-
I AL
GELABAIE VREME
O
FALSE
the First
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Answer: D
Hope this helps!
sorry about the first answer
Answer:
ssss
Step-by-step explanation:
Answer:
55°
Step-by-step explanation:
Draw the diagram according to the given data (see attached diagram).
In this diagram,
Note that ∠GCH=35°
Angles GCH and CDI are corresponding angles. By corresponding angles postulate, angles GCH and CDI are congruent.
Angles CDI and BDE are vertical angles, so angles CDI and BDE are congruent as vertical angles.
Consider right triangle BDE. The sum of two acute angles of the right triangle is 90°, so
m∠BED=90°-m∠BDE
m∠BED=90°-35°=55°