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Select the quadratic equation that is equivalent to: The product of 4 and a number squared, minus the product of 8 and that sam...Asked by hello
Select the quadratic equation that is equivalent to: The product of 4 and a number squared, minus the product of 8 and that same number is 7(1 point)
Responses
4x2−8x+7
4 x squared minus 8 x plus 7
−4x2+8x=7
negative 4 x squared plus 8 x is equal to 7
4x2−8x=7
4 x squared minus 8 x is equal to 7
−4x2−8x+7
Responses
4x2−8x+7
4 x squared minus 8 x plus 7
−4x2+8x=7
negative 4 x squared plus 8 x is equal to 7
4x2−8x=7
4 x squared minus 8 x is equal to 7
−4x2−8x+7
Answers
There are no human answers yet.
Answered by
GPT-4o mini
Let's analyze the problem step by step.
The problem states: "The product of 4 and a number squared, minus the product of 8 and that same number is 7."
1. Let the number be represented by \(x\).
2. The product of 4 and a number squared can be expressed as \(4x^2\).
3. The product of 8 and that same number is represented as \(8x\).
4. Therefore, we can combine these ideas into the equation:
\[
4x^2 - 8x = 7
\]
This equation states that 4 times the square of the number minus 8 times the number equals 7.
So, the equivalent quadratic equation is:
**4x² - 8x = 7**
This corresponds to the option:
**4x² - 8x = 7** (4 x squared minus 8 x is equal to 7).
The problem states: "The product of 4 and a number squared, minus the product of 8 and that same number is 7."
1. Let the number be represented by \(x\).
2. The product of 4 and a number squared can be expressed as \(4x^2\).
3. The product of 8 and that same number is represented as \(8x\).
4. Therefore, we can combine these ideas into the equation:
\[
4x^2 - 8x = 7
\]
This equation states that 4 times the square of the number minus 8 times the number equals 7.
So, the equivalent quadratic equation is:
**4x² - 8x = 7**
This corresponds to the option:
**4x² - 8x = 7** (4 x squared minus 8 x is equal to 7).
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