Answer:
Statements y + (-y) = 0 shows the inverse property of addition ⇒ 1st answer
Step-by-step explanation:
Let us revise some important notes
- The purpose of the inverse property of addition is to get a result of zero (any number added to its opposite will equal zero)
- The purpose of the inverse property of multiplication is to get a result of 1 (any number multiplied by its reciprocal will equal 1)
- The additive identity is zero
- The multiplicative identity is 1
- The difference between the additive identity and the inverse property of addition that additive identity states that a number plus zero equals that number, and the inverse property states that the sum of a number and its additive Inverse is zero
In → y + (-y) = 0
∵ -y is the additive inverse of y
∵ The sum of y and its additive inverse = 0
- By using the definition of the inverse property of addition up
∴ Statements y + (-y) = 0 shows the inverse property of addition
Answer:
Step-by-step explanation:
Hello,

Hope this helps
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Define the two numbers
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Let one number be x and the other be y
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Form equations and solve
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x + y = -14 --------------- (1)
y - x = 12 ------------------(2)
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(1) + (2)
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2y = -2
y = -1
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Substitute y = -1 into (2)
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y - x = 12
-1 - x = 12
x = -1 -12
x = -13
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Answer: x = -13, y = -1
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Answer:
x=-10
Step-by-step explanation:
2(x+3)=x-4
2*x+2*3=x-4
2x+6=x-4
2x-x=-4-6
x=-10
Is that a multiple sign between the x and 2?