1. What is the perimeter of a triangle?
2. What is an isosceles triangle?
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3. What are the sides of an isosceles triangle called?
4. How many of each type of side are there?
5. The lengths of the base and one leg are given. What is the third side of the
Plan
6. Write an expression for the length of the third side.
7. Write an equation for the perimeter of this isosceles triangle.
8. Solve the equation for x. Show your work.
The equation for nine times a number y subtracted from 85 is seven times the sum of four, and y is 85 - 9y = 7(4 + y).
It is defined as the relation between two variables, if we plot the graph of the linear equation we will get a straight line.
If in the linear equation, one variable is present, then the equation is known as the linear equation in one variable.
It is given that:
The equation in the word is "Nine times a number y subtracted from 85 is seven times the sum of four and y"
Let the number is y:
The nine times a number = 9y
Subtract from 85:
85 - 9y
Seven times the sum of 4 and y = 7(4 + y)
Now on equating:
85 - 9y = 7(4 + y)
Thus, the equation for nine times a number y subtracted from 85 is seven times the sum of four, and y is 85 - 9y = 7(4 + y).
Learn more about the linear equation here:
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Answer:
85 - 9Y = 7(4 + Y)
Step-by-step explanation:
Nine times a number Y. = 9 * Y = 9Y
subtracted From 85 = 85 - 9Y........... Equation 1
seven times sum of 4 and Y = 7(4 + Y)....... Equation 2
Equate Equation 1 and 2
85 - 9Y = 7(4 + Y)
3x + y = 6