Question

PLEASEE HELPP

Answer 1

Answer:

Step-by-step explanation:

From the given table, we have:

$y_{2}=4x^2$

⇒$a=4(1)^2$

⇒$a=4$

$y_{3}=4^x$

⇒$b=4^1$

⇒$b=4$

$y_{1}=4x$

⇒$c=4(2)$

⇒$c=8$

$y_{3}=4^x$

⇒$d=4^2$

⇒$d=16$

$y_{1}=4x$

⇒$e=4(3)$

⇒$e=12$

$y_{2}=4x^2$

⇒$f=4(3)^2$

⇒$f=36$ and

$y_{3}=4^x$

⇒$g=4^3$

⇒$g=64$

Therefore, the value of a,b,c,d,e,f and g is 4,4,8,16,12,36 and 64 respectively.

Answer 2

Just plug in the x, so 

$y_{1} =4x$: 

to find c, plug in 2 or x so it's y=4(2) --> c = 8

and to find e, plug in 3 for x, so it's y=4(3) ---> e = 12

same pattern for all of them 

a = 4
f = 36
b = 4
d = 16 
g = 64