The number is found by setting up an algebraic equation and solving for x. The solution to the equation (5/11)x = 55 is x = 121.
The problem states: Five elevenths times a number is 55. This is a typical algebra problem. The first step to solve it is to set up the equation: (5/11)x = 55. In order to isolate x to have it by itself on one side of the equation, you divide 55 by 5/11. When we divide a number by a fraction, we multiply it by the reciprocal of that fraction. So, we have x = 55 * (11/5) = 121.
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Answer:
(0,-6)
Step-by-step explanation:
The midpoint from -3 to 3 is 0, so the first coordinate is 0
The midpoint from -7 to -5 is -6, so the second coordinate is -6
(0,-6)
Answer:
108.50
Step-by-step explanation:
1750x.062(6.2%)=108.50
B. –0.8 = –0.8
C. 3 = 3
D. –3 = –3
we have
we know that
If is a solution of the equation
then
the value of n must satisfied the equation
Substitute the value of n in the equation
----> the equation is true
so
The value of n is a solution of the equation
therefore
the answer is the option B