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14z=56
1 answer
Divide both sides by 14
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What is the Simplified form?
-(14x)^0y^-7z. my answer is C. A.)-14z/y^7 B.)14z/y67 C.)z/y^7 D.)-z/y^7 Thank You.
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yes its d
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What is the simplified form of -(14x)^0y^-7z
A. -14z/y^7 B. 14z/y^7 C. z/y^7 D. -z/y^7
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The simplified form of -(14x)^0y^-7z is D. -z/y^7
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What is the simplified form of -(14x)^0 y^-7 z
-14z/y^7 14z/y^7 Z/y^7 -Z/y^7
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-14z/y^7
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How many solutions does the following equation have?
-14(z-5)=-14z+70−14(z−5)=−14z+70
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To determine the number of solutions for the given equation, we will simplify the equation and solve
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Use the Distributive Property to combine like terms and simplify the expression.
2 left parenthesis 2z plus 4 right parenthesis
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To simplify the expression using the distributive property, we need to multiply each term inside the
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(7z^ m )(nz ^ 3 )=−14z
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7z^m * nz^3 = -14z 7nz^(m+3) = -14z z^(m+2) = -2 z needs to be negative, and m needs to be odd I
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(7z^ m )(nz ^ 3 )=−14z^7
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To solve the given equation (7z^m)(nz^3) = -14z^7, we need to find the values of m and n. First,
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Y+15-8.95
Y=6.05?? -62=y-87 Y=25? -y/7=18 14z=56
Top answer:
First two are correct. -y/7 = 18 Multiply both sides by -7. 14z = 56 Divide both sides by 14.
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14z^2 + 6z + 8
————————————— = ? 2
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7z^2+3z+4
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12z = 14z + 8
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To solve the equation, we need to isolate the variable "z" on one side of the equation. Starting
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