If $$A = 3 + 7 \times 2, B = 12 \div 4 - 6$$, and $$C = 6 \times 5 + 2$$, then what is the value of A $$\times$$ B + C?
$$A=3+7\times\ 2$$
$$B=\frac{12}{4}-6$$
$$C=6\times\ 5\ +\ 2$$
$$A\times\ B\ +\ C$$
$$A=3+7\times\ 2$$
$$A=3+14$$
$$A=17$$
$$B=\frac{12}{4}-6$$
$$B=3-6$$
$$B=-3$$
$$C=6\times\ 5+2$$
$$C=30+2$$
$$C=32$$
$$A\times\ B\ +\ C=17\times-\ 3+32$$
$$A\times\ B\ +\ C=-51+32$$
$$A\times\ B\ +\ C=-19$$
Hence option B is the correct answer
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