Question

10√x5•x4•x2 simply

Answer 1

@OregonDuck

Answer 2

those are powers right

Answer 3

yes

Answer 4

\[10\sqrt{x^5}* x^4 *x^2\]

Answer 5

is the 5 under the root or outside

Answer 6

yes

Answer 7

remember \[\sqrt{x} = x ^{1/2}\]

Answer 8

also remember, a power raised to a power, you multiply them together...
\[[x^{a}]^b = x^{a*b}\]

Answer 9

and lastly,
remember, multiplying a base raised to two powers, you ADD them

\[x^a * x^b = x^{a+b}\]

Answer 10

so, with those notes, can you start it

Answer 11

i got x = 5

Answer 12

you cant solve for x, it is not an equation, just make it look different, simpler

Answer 13

x^ 10/11

Answer 14

...ill show you step by step

Answer 15

For the first root term

\[10\sqrt{x^5} = 10[x ^{5}]^{1/2} = 10x^{5*1/2} = 10x^{5/2}\]

Answer 16

Then when multiplying that by x^4 and x^2 you add the exponents

\[10x^{5/2}*x^4*x^2 = 10x^{5/2+4+2}\]

Answer 17

so i got
\[10x^{17/2}\]

Answer 18

you just have to remember the three or so basic exponent rules, then you can do all the probs