Question

MEDAL AND FAN

Answer 1

Which best describes the effect of replacing the function f (x)=2^x-2 with the function g(x)=2^x+5

Answer 2

Vertical translation up by a factor of 7.

Answer 3

Wait i have the possible answers

Answer 4

The graph will shift 7 units left
The graph will shift 5 units left
The graph will shift 2 units up
The graph will shift 3 units up

Answer 5

Please Respond

Answer 6

Oooh you forgot parenthesis around the x term. You don't want to do that, because of PEMDAS.

It's the first one.

Answer 7

Ok thanks

Answer 8

Could you help me with another

Answer 9

Alright.

Answer 10

If you're getting this online, please don't just copy-paste it. You will mess up the syntax and create a complete different problem if you are unaware of PEMDAS.

Answer 11

Which of the following is equal to \[\sqrt{3\sqrt{5}}\]

Answer 12

Options?

Answer 13

One sec

Answer 14

5^1/3
5^1/6
5^2/3
5^3/2

Answer 15

Hello

Answer 16

Just eyeballing this, I can tell you messed up the syntax.

Using a calcultator:
\[\sqrt{3*\sqrt5}\]
Gets me roughly 2.59.
Assuming 5^1/3 means 5^(1/3), none of the answers match that number. Please put parenthesis according, if you don't, I have no idea what your syntax means and I'll use PEMDAS, which gets me a completely different answer.

Answer 17

Yes i am so sorry

Answer 18

they should have parenthesis

Answer 19

So I should interpret 5^1/3 as 5^(1/3)?

Answer 20

yes

Answer 21

None of the answers match.
Are you you didn't mean to put:
\[\sqrt[3]{\sqrt5}\]
As the question?

Answer 22

Where a is 3

Answer 23

I think it is an exponent

Answer 24

So it would be:
\[(\sqrt5)^3\]

If so, then we get: 5^((1/2) * 3) = 5^(3/2)

Answer 25

no it is on the other side of the square root

Answer 26

If it's on the outside of a square root, then that means it's signifying what root we're taking.
\[\sqrt[three]{x}\]

means x^(1/3). It is not an exponent. Which means the problem is:
5^((1/3) * 1/2)) = 5^(1/6) (2nd option)

You should probably google general math syntax before asking problems.

Answer 27

Ok thanks for all your help

Answer 28

i have one more

Answer 29

would you be able to help me

Answer 30

simplify \[(\sqrt{3})(5\sqrt{3})\]

Answer 31

It's 5 * sqrt(3) * sqrt(3) = 5 * 3 = 15.

Answer 32

i figured that out but i need to simplify into one of the following
\[3^(1/10)\]
\[3^(3/5)\]
\[3^(9/10)\]
\[3^(7/10)\]

Answer 33

@mathstudent55

Answer 34

Is this the problem?