Make x the subject of the equation
s = 2 + \(\frac{t}{5} \)(x + ⅗y)
a
x = 5[(s − 2) ÷ t] - 3/5y
b
x = 25[(s − 2) ÷ t] − 3ty
c
x = [1 ÷ (s − 2)3ty]
d
x = [5(s − 2) 2 ÷ 3ty] × t
Explanation
Correct Option
aNo explanation available
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Rebelx12
4 years ago
S= 2+ t/5(x+3/5y)
multiply through by 5
5S = 10 + t(x +3/5y)
5s = 10 + tx + 3/5ty
make tx subject of the formula
tx = 5s - 10 -3/5ty
divide both sides by t
x = 5(s -2)/t -3/5y
