Sebastian was in a hotel lobby and took the elevator up 7 floors to his room. Then he took the elevator down 9 floors to the par
2 answers:
Answer:
Sebastian didn't interpret the numbers correctly (See explanation)
Step-by-step explanation:
If you go up an elevator, you are gaining floors, so the number is positive.
If you go down an elevator, you are losing floors, so the number is positive.
Looking at the statement, he went 7 floors up to his room, then 9 floors down to the parking garage this can be represented as , since the 7 is positive and the 9 is negative.
Sebastian described the movement as , which is wrong - 9 should be -9 and -7 should be 7.
Hope this helped!
You might be interested in
Answer:
The no. of possible handshakes takes place are 45.
Step-by-step explanation:
Given : There are 10 people in the party .
To Find: Assuming all 10 people at the party each shake hands with every other person (but not themselves, obviously) exactly once, how many handshakes take place?
Solution:
We are given that there are 10 people in the party
No. of people involved in one handshake = 2
To find the no. of possible handshakes between 10 people we will use combination over here
Formula :
n = 10
r= 2
Substitute the values in the formula
No. of possible handshakes are 45
Hence The no. of possible handshakes takes place are 45.
Answer: Both the expressions are exactly same . Both are representing the number of tokens she has now.
Step-by-step explanation:
Given: The total number of tokens Angelique has= 20
Since, she lost some of them, let the number of lost tokens be t.
Then, The remaining tokens she has = 20-t
Then her father triples the tokens she has.
now, the number of token she has=....>Angelique's expression
By using distributive property,
The number of token she has=
⇒The number of token she has=...> Dante's expressions
Hence, both are the same expressions. Both are representing the number of tokens she has now.
Answer:
Check attachment for complete question
Step-by-step explanation:
Given that,
y=Coskt
We are looking for value of k, that satisfies 4y''=-25y
Let find y' and y''
y=Coskt
y'=-kSinkt
y''=-k²Coskt
Then, applying this 4y'"=-25y
4(-k²Coskt)=-25Coskt
-4k²Coskt=-25Coskt
Divide through by Coskt and we assume Coskt is not equal to zero
-4k²=-25
k²=-25/-4
k²=25/4
Then, k=√(25/4)
k= ± 5/2
b. Let assume we want to use this
y=ASinkt+BCoskt
Since k= ± 5/2
y=A•Sin(±5/2t)+ B •Cos(±5/2t)
y'=±5/2ACos(±5/2t)-±5/2BSin(±5/2t)
y''=-25/4ASin(±5/2t)-25/4BCos(±5/2t
Then, inserting this to our equation given to check if it a solution to y=ASinkt+BCoskt
4y''=-25y
For 4y''
4(-25/4ASin(±5/2t)-25/4BCos(±5/2t))
-25A•Sin(±5/2t)-25B•Cos(±5/2t).
Then,
-25y
-25(A•Sin(±5/2t)+ B •Cos(±5/2t))
-25A•Sin(±5/2t) - 25B •Cos(±5/2t)
Then, we notice that, 4y'' is equal to -25y, then we can say that y=Coskt is a solution to y=ASinkt+BCoskt
