Please help with solving this
5r(6rs-12st)t
5r(6r-12st)t,
5rt(6r-12st),
30r^2t-60rst^2,
6rt(5r-10st).
To help you solve the expression 5r(6rs - 12st)t, we can use the distributive property of multiplication.
Step 1: Apply the distributive property.
Start by multiplying 5r with each term inside the parentheses, (6rs - 12st), and then multiply the result by t.
(5r * 6rs) * t + (5r * -12st) * t
Step 2: Simplify each term.
To simplify each term, we multiply the coefficients (the numbers in front of the variable).
(30r^2s) * t + (-60r^2st) * t
Step 3: Combine like terms.
To combine like terms, we add or subtract the terms that have the same variables raised to the same powers.
30r^2st + (-60r^2st) * t
Step 4: Simplify the expression further.
Multiply -60r^2st by t:
30r^2st - 60r^2st^2
And there you have it! The simplified form of the expression 5r(6rs - 12st)t is 30r^2st - 60r^2st^2.