G(x) = ax2+24 for the function g defined above, a is a constant and g(4) = 8. what is the value of g(-4)?

So, Im assuming the x2 is x², if so then the answer would be

G(4)

Ax²+24=8

we replace the x with the value of 4 since we're given the answer

A(4)²+24=8

and then we try and solve the equation, first we need to get rid of the square which is (4)² thats the same as 4*4 thats equal to 16, so our equation would look like this

A(16)+24=8

then we carry on to try an look for (A), we can start by getting the difference between 24 and 8 so we move it to the other side as a -24 and get this

16 (A) = 8 - 24

which would basically be by adding a -24 to both sides so we can get rid of the +24, and we get the same equation as above

16(A)+24 -24 = 8 -24

16(A) = -16

then we need look for (A) by dividing both sides to 16

16(A)/16 = -16/16

and we get that (A) = -1

so with that now we can look for the value of G(-4)

first we form our new equation with the value of A and the new value of G which is -4, now since we are dealing with a square it doesnt matter if  (x) its positive or negative since it doesnt really affect the previous result (4)²=16 and (-4)²=16, but for the sake of it lets try to do it

G(-4)

A(-1)

ax²+24

so we replace with the values already obtained (A) and (x)

(-1)(-4)²+24

as stated before the

(-1)(16)+24

and all thats left is this

-16+24

and the answer to the question would be 8

muslims have taken his goods and products to different parts of asia an indonesia. sometimes just traveled and trade, but in other occasions, stayed in the place and made a living.

trade was the key for muslims economies to prosper. their commerce routes reached far places like malaysia and java in the 11th century.

another important factor for prosperity was that muslim states served as the middle point for european traders.

they used to travel by land but sailing the seas -the indian ocean- really increase the exportation of products.

well 1 they have there leader that controls them