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Define a function f : R → R by the formula f(x) = 8x − 7. Prove that f is onto. Let y = R. see screenshot below :)
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plug the bottom stuff into the top function ....
what do you mean by bottom stuff?
f(x) = 8x - 7 ; let y=f(x) y = 8x-7, when x = (y+7)/8 when x = (y+7)/8, what does f(x) equal?
replace x, in f(x), by (y+7)/8
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y?
yes
but in the screenshot its 8( )-7=?
if f(x) = 8x-7, and x = (y+7)/8 f((y+7)/8) = 8((y+7)/8) - 7 = (y+7) - 7 = y
plug in "the value of x" into the box .....
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ok got it I understand now!! im just making it harder than it is :)) thank u
good luck :)
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