y=f(x) y=g(x)
x[-1;4]
y[-3;1]

what will be coordinates in:
a) g(x)=f(x)-5
b) g(x)=f(x-6)
c) g(x)=f(x+7)-2
d) g(x)=f(x-4)-10

???

Question

y=f(x)         y=g(x)
x[-1;4]
y[-3;1]

what will be coordinates in:
a) g(x)=f(x)-5
b) g(x)=f(x-6)
c) g(x)=f(x+7)-2
d) g(x)=f(x-4)-10

???

smokeysthename · Answer

first i dont really understand, are  you looking for a - d? do you have to solve those in those choices?

anonymous · Answer

yes, I have to solve from a to d

smokeysthename · Answer

a-d meaning a through d btw

smokeysthename · Answer

okay just gimme a sec, lemme work it out real quick

anonymous · Answer

thank you

smokeysthename · Answer

for the x[-1;4] y[-3;1]
are the coordinates (-1,-3) and (4,1)
or actually (-1,4) and (-3,1)

anonymous · Answer

no no no, in that formules a-d need to insert x and y, or just show me in coordinate plane how it should be x(definition of the scope) [-1;4] and y(definition of the scope)[-3;1]

smokeysthename · Answer

thats really .. weird, lol i havent seen anything like this nor had to do anything of this sort. here ill tag someone who just might be able to help..

smokeysthename · Answer

@BluFoot can you help @silver9  please?

anonymous · Answer

Sorry I never learned this stuff... Don't even know what the square brackets or semicolons mean

anonymous · Answer

ohh ok, np