Nine times the input minus seven is equal to the output.Which of the following equations describe this function?
1 answer:
Consider the function y = f (x), the element 'x' is the input of the function, and 'y' is the value of the function or the output.
Now, we have to determine the equation for " Nine times the input minus seven is equal to the output"
Since, the input of the function refers to the variable 'x' and output of the function refers to the variable 'y'.
The required equation is:
So,
Therefore, 9x-7=y is the required equation.
Therefore, Option C is the correct answer.
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For cylinders, find the area of one circle (use the equation
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Most other shapes, whether 3-dimensional or 2-dimensional, can be calculated by simply adding together the areas of their component parts. An octagon can be divided into 8 isosceles triangles, which if you're given the right information are easy to calculate for (height times base divided by 2). Once you find the area of one piece of the octagon, multiply by 8 (the number of sides). This works for any regular polygon of n sides.
If you're being given irregular shapes, just divide them into many smaller, simpler ones that you already know how to calculate for. Once you've determine the area of each of the component parts, add everything together to find the total area of the whole.
For equilateral and isosceles triangles, measure the height (distance from one pointy tip to the point exactly halfway between the other two pointy tips) and multiply by half of the width of the base. Scalene triangles are more complicated and vary depending on their exact measurements. However, you can often divide them into several smaller isosceles triangles that can be easily calculated for.
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For spheres, use the equation
Most other shapes, whether 3-dimensional or 2-dimensional, can be calculated by simply adding together the areas of their component parts. An octagon can be divided into 8 isosceles triangles, which if you're given the right information are easy to calculate for (height times base divided by 2). Once you find the area of one piece of the octagon, multiply by 8 (the number of sides). This works for any regular polygon of n sides.
If you're being given irregular shapes, just divide them into many smaller, simpler ones that you already know how to calculate for. Once you've determine the area of each of the component parts, add everything together to find the total area of the whole.