Answer:
a) 2x2 b)3x3 c) Not possible d) 2x3 e) 3x2 f) 3x3 g)Not possible h)3x2
Step-by-step explanation:
-> we can only add matrices with same size
-> we can only multiply when columns of first equal to rows of second
-> nxm multiplied by pxq gives nxq eg 3x2 mul 2x2 gives 3x2
-> addition and mul by const number dont change the size
So considering the above facts :-
a) AB+C = [(2x2)(2X2)]+(2x2)=(2x2)+(2x2)=2x2
b) 3GF =3[(3x3)(3x3)]=3(3x3)=3x3
c)CK+B= [(2x2)(2x3)]+(2x2)=(2x3)+(2x2) which is not possible (see point 1)
d)CK+H =as CK is (2x3) so (2x3)+(2x3)=(2x3)
e)EMC=[(3x3)(3x2)](2x2)=(3x2)(2x2)=3x3
f)GLH=[(3x3)(3x2)](2x3)=(3x2)(2x3)=3x3
g)HLG=[(2x3)(3x2)](3x3)=(2x2)(3x3)= not possible(see point 2)
h)2EL+5MB=2[(3x3)(3x2)]+5[(3x2)(2x2)]=(3x2)+(3x2)=3x2
For this case we have that by definition, a linear function is of the form

We have the following options:
A) 
Rewriting:

It's a quadratic function!
B) 
Rewriting:

It's a linear function!
C)
Rewriting:

It's a cubic function.
D) 
Rewriting:

It's a quadratic function!
E)
Rewriting:

It's a cubic function!
Answer:
The linear function is option B
Answer:
D
Step-by-step explanation:
We will let d represent the amount of dimes Angela has.
Angel has 5 fewer quarters than twice the number of dimes.
Twice the number of dimes will be 2d.
Then, 5 fewer will yield 2d-5.
Therefore, the amount of quarters Angela has is 2d-5.
Then, the total amount of coins (dimes and quarters) together, will be:

The first part is the amount of dimes.
And the second part is, as we determined, the amount of quarters.
Therefore, our answer is D.
Answer:
First we need to set a proportion
Currently the negative measures 15 inches by 2 inches. And the longer dimension of the printed version is 4 inches. Therefore:



Therefore, the dimension of the shorter dimension is 0.5333.
None of the options matches this response, so maybe you forgot to add some information?