Question

Please help with this, just simplify and answer then please

Answer 1

A: 6x^8y^5

B: 4x^4z^8

C:12a^9b^7

D:6s^9t^3

Explanation:

When you multpily exponents with the same base you just add them

You still multiply the real numbers like you normally would though

so we have

3x²y^4*2x^6y

To do this you multiply 3*2=6

add the exponents on x^2 and x^6=x^8

and add the exponents on y (which is equal to y^1) and y^4=y^5

put these together and get 6x^8y^5

B: I won't explain it twice because it's the same process

I get 4x^5z^8

C: 12a^9b^7

D: 6s^9t^3

Answer 2

Explanation:

`a^(m)*a^(n)=a^(m+n)\\\\`

`a) 3x^(2)y^(4)*2x^(6)y=3*2*x^(2+6)*y^(4+1)\\\\=6x^(8)y^(5)`

`b) xz^(3) * 4x^(4)z^(5)=4*x^(1+4)*z^(3+5)\\\\= 4x^(5)z^(8)`

c)

`4a^(3)b^(2)* 3a^(6)b^(5)=4*3*a^(3+6)*b^(2+5)\\\\=12a^(9)b^(7)`

`d) 6s^(5)t*s^(4)t^(2)=6*s^(5+4)*t^(1+2)\\\\=6s^(9)t^(3)\\`