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Answer :
f(5)=(5)^2+4(5)
f(5)=25+20=45
g(6)=2(6)+2
g(6)=12+2=14
45+14=59
f(5)=25+20=45
g(6)=2(6)+2
g(6)=12+2=14
45+14=59
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Answer:
The answer is 59
Step-by-step explanation:
In order to determine [tex]F(5)+G(6)[/tex] , first we have to determine [tex]F(5)[/tex] and [tex]G(6)[/tex] separately.
For [tex]F(x)=x^2+4*x[/tex], we replace the variable "x" by 5:
[tex]x=5\\F(5)=(5)^2+4*(5)=25+20=45[/tex]
For [tex]G(x)=2*x+2[/tex], we replace the varibale "x" by 6:
[tex]x=6\\G(6)=2*(6)+2=12+2=14[/tex]
The previous procedure is called "evaluating function".
Finally,
[tex]F(5)+G(6)\\45+14\\59[/tex]
