Question

Find g(-3), g(2) and g(5)

Answer 1

than you check these given two cases

when x not equal 2 g(x) = (-1/3)x^2 +4

and for x=2 g(x) = 4

so in this cases you know easy that g(2) = 4

and on the other cases g(-3) and g(5) just substitute in place of x these given values and make the calculi

hope helped

Answer 2

i got -6 for g(-3) and 2 for (5) is this right?

Answer 3

please write your work here

Answer 4

g(-3) = (-1/3)-3^2+4
=-10.33 + 4 = 6.33 ?

Answer 5

no

-3^2 = ? = (-3)(-3) = ?

Answer 6

-3^2 = 9

Answer 7

exactly

so but there is a sign minus in front of this fraction so will be -9/3 = ?

Answer 8

so -3?

Answer 9

yes

-3+4 = ?

Answer 10

1

Answer 11

sure

so not is 6

Answer 12

so for 5 would you just do 5^2 to get 25 then do 25 + 4?

Answer 13

or would it be 5/5 to get 1 then do 1+4?

Answer 14

no

- 5^2
------ +4 = ?
3

Answer 15

-25 / 3 = -8.33 + 4 = -4.33 ?

Answer 16

sorry there is exactly
5^2
- ---- +4 = ?
3

Answer 17

yes

-25
----- +4 = (-25 +4*3)/3 = ?
3

Answer 18

so it would be -4.33 ?

Answer 19

g(5) = (-13)/3

Answer 20

oh so i would leave it at the fraction

Answer 21

yes this is more elegant

Answer 22

fractional

Answer 23

would the negative sign be before the fraction or just on the -13?

Answer 24

in front of fraction
13
- -----
3

Answer 25

thank you

Answer 26

np

welcome and anytime

was my pleasure

good luck

bye bye

Answer 27

could you help me with another problem?

Answer 28

post on the open question column and tag me there please