The correct answer to this open question is the following.
Indeed, The movements in the ASL sign and the gestures used with the phrase in English and another language might be used in other situations. Are there other times you might use these gestures?
Yes, it is common that when people are communicating, they use signs and gestures to reinforce their ideas and better convey their message.
How do you think they are similar or different in different contexts?
Human expressions and gestures are a common way of communicating. These signs reinforce happiness, enthusiasm, sadness, anger, desperation, and other feelings and emotions that are presented when people talk to each other.
Let's have in mind that many years ago there was a form of education known as Total Communication.
Total Communication was a form of education that used signed, oral, written, and visual instruction to teach English and ASL simultaneously; however, this type of education is not often used anymore. The reason I think that is not used anymore is that it is not practical for the modern-day and the many applications we have with technology.
Answer:
म कक्षा 9 मा पढ्छु ।
<em>Malie</em><em> </em><em>brainliest</em><em> </em><em>banaunu</em><em> </em><em>hola</em><em>!</em><em>!</em>
Answer:
A. a sign that represents as a persons name in the deaf community
Explanation:
Hey there,
I think I may have the answer you are looking for.
Your answer: 11101101
Here are step-by-step instructions on how to convert the decimal number 237 to a binary number.
Step A) Determine if 237 is an even or odd number. If it is even, you assign a 0 and if it is odd you assign a 1.
Step B) Deduct the 1 or 0 in step A from 237 and then divide it by 2. Then, you see if that number is even or odd and then assign a 0 or 1 like step A.
Step C) Repeat step B with the new number until the number you get is 1.
Step D) Put all the 0s and 1s you assigned in reverse order to get the answer.
To illustrate better, we detailed below how we converted 237 decimal to binary using the steps above.
237 → 1
(237 - 1)/2 = 118 → 0
(118 - 0)/2 = 59 → 1
(59 - 1)/2 = 29 → 1
(29 - 1)/2 = 14 → 0
(14 - 0)/2 = 7 → 1
(7 - 1)/2 = 3 → 1
(3 - 1)/2 = 1 → 1
Then you put the binary number above in reverse order and you get the answer: 11101101
I have spent a long time on this answer so please mark it.
Cheers, Jake :)
