Use the binomial theorem to expand (2a+2b)^6

The answer to your question is below

Step-by-step explanation:

Pascal´s triangle

                             1   6    15   20   15   6   1

Then

(2a + 2b)⁶ = (2a)⁶ + 6(2a)⁵(2b) + 15(2a)⁴(2b)² + 20(2a)³(2b)³ + 15(2a)²(2b)⁴

                   6(2a)(2b)⁵ + (2b)⁶

Simplifying

               =  64a⁶ + 6(32a⁵)(2b) + 15(16a⁴)(4b²) + 20(8a³)(8b³) + 15(4a²)(16b⁴)

                   6(2a)(32b⁵) + 64b⁶

              = 64a⁶ + 384a⁵b + 960a⁴b² + 1280a³b³ + 960a²b⁴ + 384ab⁵ + 64b⁶

$6.42

step-by-step explanation:

if you're trying to figure out how much each ounce cost it would be 0.20

cents each ounce