(4*6)*10=4*(n*10)

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Solution for (4*6)*10=4*(n*10) equation:


Simplifying
(4 * 6) * 10 = 4(n * 10)

Multiply 4 * 6
(24) * 10 = 4(n * 10)

Multiply 24 * 10
240 = 4(n * 10)

Reorder the terms for easier multiplication:
240 = 4(10n)

Remove parenthesis around (10n)
240 = 4 * 10n

Multiply 4 * 10
240 = 40n

Solving
240 = 40n

Solving for variable 'n'.

Move all terms containing n to the left, all other terms to the right.

Add '-40n' to each side of the equation.
240 + -40n = 40n + -40n

Combine like terms: 40n + -40n = 0
240 + -40n = 0

Add '-240' to each side of the equation.
240 + -240 + -40n = 0 + -240

Combine like terms: 240 + -240 = 0
0 + -40n = 0 + -240
-40n = 0 + -240

Combine like terms: 0 + -240 = -240
-40n = -240

Divide each side by '-40'.
n = 6

Simplifying
n = 6

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