Evaluate a fraction

Given Equation: (1+2+3)×(3+4+5)×(5+6+7) / 2×3×4

Use order of operations for numerator and denominator by adding together what's inside the parenthesis first: (1+2+3) = 6, (3+4+5) = 12, (5+6+7) = 18

Now we would re-write the problem: (6) x (12) x (18) - You can take the parenthesis out if you'd like at this point.

6 x 12 x 18 = 1296

Our new equation would now look like: 1296 / 2 x 3 x 4 OR 1296 / 24

Divide 24 into 1296 to get: 54

Temos que $1+2+3=6$ , $3+4+5=12$ e $5+6+7=18$ , e no denominador $2\times 3\times 4=6\times 4$ , e ai. tem-se que o resultado vem de $\frac{6\times 12\times 18}{6\times 4}=3\times 18=54$ .

Evaluate answer = 54

6 12 18=1296 1296/24=54

(1+2+3)=(6)×(3+4+5)=(12)×(5+6+7)=(18) now we take multiple valeus 6×12×18=1296/2×3×4 1296/24=54.

ADD THE () AND SIMPLIFY

use the calculate