If 7x+Sy=12=5x+7y, then y+ xy² is equal to:
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Answer:
Step-by-step explanation:
In this case you don't have to solve the equation, just go over the options provided.
The options (b), (c), (d) have all fractions with (numerator = denominator) ⇒ fractions equal to 1. The option (a) provide the values for "x" and "y" as (- 1, 1).
Thus, the option (a) - 22/22, 14/14 is the answer for this task.
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Given,
7x+5y=12 (eq.1)*5
5x+7y=12 (eq.2)*7
subtracting eq. 2 from eq. 1 we get,
y=1
substituting value in eq. 1 we get,
7x+5=12
x=1
y+xy²= 1+(1*1²)
=2
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