to the newsela study finds heading ball not biggest concussion threat in school soccer
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As an AI language model, I cannot express opinions or beliefs as humans do. However, to summarize the news article, a recent study suggests that heading the ball may not be the leading cause of concussions in school soccer. The study found that most of the reported concussions were caused by player-to-player contact, such as collisions or being kicked in the head. The study also found that the number of concussions in girls' soccer is higher than in boys' soccer, possibly due to the different ways they play the game. The findings highlight the importance of improving safety measures and education for preventing concussions in soccer players.
What would the value of b when x= 2/3
I'm sorry but I need more information about the equation or context in which you are asking for the value of "b" when "x=2/3".
anushka and arushi are friends. they have equal amount of money. anushka gives arushi 1/3 as a gift. then arushi spends half of her total money, if the money arushi has left is 1600 then whats the amount gifted to arushi. give answer with steps
Let's assume the amount of money they both had before Anushka gives Arushi a gift as "M".
After Anushka gives Arushi 1/3 of her money, Arushi has 1/3 of Anushka's money, which is (1/3)×M.
Then, Arushi spends half of her total money, which means she spends (1/2)×[(1/3)×M] = (1/6)×M.
So now Arushi has (1/3)×M - (1/6)×M = (1/6)×M left.
According to the problem statement, (1/6)×M is equal to 1600. So we can set up an equation:
(1/6)×M = 1600
Multiplying both sides by 6, we get:
M = 9600
So the total amount of money they both had initially was Rs. 9600.
We know that Anushka gave 1/3 of this money to Arushi, which is:
(1/3)×9600 = 3200
Therefore, the amount gifted to Arushi was Rs. 3200.
After Anushka gives Arushi 1/3 of her money, Arushi has 1/3 of Anushka's money, which is (1/3)×M.
Then, Arushi spends half of her total money, which means she spends (1/2)×[(1/3)×M] = (1/6)×M.
So now Arushi has (1/3)×M - (1/6)×M = (1/6)×M left.
According to the problem statement, (1/6)×M is equal to 1600. So we can set up an equation:
(1/6)×M = 1600
Multiplying both sides by 6, we get:
M = 9600
So the total amount of money they both had initially was Rs. 9600.
We know that Anushka gave 1/3 of this money to Arushi, which is:
(1/3)×9600 = 3200
Therefore, the amount gifted to Arushi was Rs. 3200.