L lsmith130 New member Joined Oct 25, 2015 Messages 2 Oct 25, 2015 #1 Math Problem: Let f(x) = 4x − 3. If f(a) = 9 and f(b) = 5, then what is f(a + b) Let f(x) = 4x − 3. If f(a) = 9 and f(b) = 5, then what is f(a + b) ?
Math Problem: Let f(x) = 4x − 3. If f(a) = 9 and f(b) = 5, then what is f(a + b) Let f(x) = 4x − 3. If f(a) = 9 and f(b) = 5, then what is f(a + b) ?
pka Elite Member Joined Jan 29, 2005 Messages 11,978 Oct 25, 2015 #2 lsmith130 said: Let f(x) = 4x − 3. If f(a) = 9 and f(b) = 5, then what is f(a + b) ? Click to expand... \(\displaystyle f(a)=4a-3=9\) so \(\displaystyle 4a=~?\) \(\displaystyle f(b)=4b-3=5\) so \(\displaystyle 4b=~?\) \(\displaystyle f(a+b)=4(a+b)-3\) so \(\displaystyle f(a+b)=~?\)
lsmith130 said: Let f(x) = 4x − 3. If f(a) = 9 and f(b) = 5, then what is f(a + b) ? Click to expand... \(\displaystyle f(a)=4a-3=9\) so \(\displaystyle 4a=~?\) \(\displaystyle f(b)=4b-3=5\) so \(\displaystyle 4b=~?\) \(\displaystyle f(a+b)=4(a+b)-3\) so \(\displaystyle f(a+b)=~?\)