Mathematics
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Nicole:
http://prntscr.com/nllu79
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Nicole:
@Vocaloid @Narad
Narad:
false,
Narad:
A reflection in the y-axis
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Narad:
answer D
Narad:
option A
Nicole:
True?
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Narad:
true
Narad:
true
Narad:
\[y<-7\]
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Narad:
false
Narad:
All real numbers
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Narad:
false
Narad:
1160
Nicole:
can you show how you got that so I can understand please?
Narad:
\[=1000*(1+0.025)^{6}\]
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Narad:
\[=4500*(1+0.045)^{10}=6988\]
Narad:
\[=3000*(1+0.055)^{5} =3921\]
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Narad:
\[=720*(1+0.031)^{10}=977\]
Narad:
\[=1300*(1+0.05)^{10}=2118\]
Narad:
\[=2000*(1+(0.06/365))^{365*15} = 4919\]
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Narad:
Exponential growth
Narad:
growth
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Narad:
growth
Narad:
No decay
Nicole:
okay can you help me with a few more pls?
Narad:
ok
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Narad:
\[y=-2^{x} +2\]
Narad:
Reflection in the x-axis and translation by 2 units up
Narad:
translation 6 units down
and 4 units to the left
\[y=2^{x-4}-6\]
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Narad:
Transtlate up by 2 units
and 5 units to the left
\[y=2^{x-5} +2\]
Narad:
To the right in the last 2 questions
Narad:
ok
Narad:
Translation to the left by 2 units
\[y=\log(x+2)\]
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Narad:
Reflection in the x-axis
and vertical shift by \[y=-logx -3\] units down
Narad:
There is a change for the one before ists logx -2
Narad:
5 units to the left and 5 units up
\[y=\log(x-5)+5\]