1. The problem is to evaluate the expression S = -2(-1 + 6).
2. First, simplify inside the parentheses:
$$-1 + 6 = 5$$
3. Substitute back:
$$S = -2 \times 5$$
4. Multiply:
$$S = -10$$
5. The answer for S is -10.
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1. The problem is to evaluate the expression H = 9(-4 - 3).
2. Simplify inside the parentheses:
$$-4 - 3 = -7$$
3. Substitute back:
$$H = 9 \times (-7)$$
4. Multiply:
$$H = -63$$
5. The answer for H is -63.
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1. The problem is to evaluate the expression E = (-8 - 3) - 5.
2. Simplify inside the parentheses:
$$-8 - 3 = -11$$
3. Substitute back:
$$E = -11 - 5$$
4. Subtract:
$$E = -16$$
5. The answer for E is -16.
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1. The problem is to evaluate the expression L = (-9 + -2) \cdot 4.
2. Simplify inside the parentheses:
$$-9 + (-2) = -11$$
3. Substitute back:
$$L = -11 \times 4$$
4. Multiply:
$$L = -44$$
5. The answer for L is -44.
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1. The problem is to evaluate the expression I = 20 + (5 - 12).
2. Simplify inside the parentheses:
$$5 - 12 = -7$$
3. Substitute back:
$$I = 20 + (-7)$$
4. Add:
$$I = 13$$
5. The answer for I is 13.
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1. The problem is to evaluate the expression A = -3(-7 + 1).
2. Simplify inside the parentheses:
$$-7 + 1 = -6$$
3. Substitute back:
$$A = -3 \times (-6)$$
4. Multiply:
$$A = 18$$
5. The answer for A is 18.
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1. The problem is to evaluate the expression N = (-6 \cdot 2) + (2 \cdot -6).
2. Calculate each multiplication:
$$-6 \times 2 = -12$$
$$2 \times -6 = -12$$
3. Add the results:
$$N = -12 + (-12) = -24$$
4. The answer for N is -24.
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Summary: The first problem is S = -2(-1 + 6) with answer -10.
Total distinct problems found: 28.
Expression Evaluation 06F0C7
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