To solve the equation:
a + 7/2 + a + 21/5 = 0
First, combine like terms:
2a + 7/2 + 21/5 = 0
Next, find a common denominator:
2a + 7/2 + (21/5 * 2/2) = 0
2a + 7/2 + 42/10 = 0
Now, add the fractions:
(2a + 7 + 42) / 10 = 0
Combine like terms:
2a + 49 / 10 = 0
Multiply through by 10 to eliminate the fraction:
10 * (2a + 49 / 10) = 10 * 0
20a + 49 = 0
Subtract 49 from both sides:
20a = -49
Divide both sides by 20:
a = -49/20
Therefore, the solution to the equation is a = -49/20.
a+7over 2+a+21over5=0
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