If a budget line relating good X and good Y has intercept "Q_x = 20" unit of good X and "Q_y = 30" units of good Y and"P_y = 10(dollars)" then the Bishesh's income is
"I = P_x*Qx + P_y*Q_y"
When the budget line has the intercept "Q_y = 30" and "P_y = 10" dollars then;
"I = P_x*0 + 30*10 = 300" so Bishesh's income is I = $300. "I = 300" dollars
The price of good Y can be found from the income equation in the point of interception with the X-axis
"300 = P_x*20 + 10*0"
"P_x = 15" dollars.
The slope of budget line is;
"300 = 15*Q_x + 10*Q_y"
"10Q_y = 300 - 15Q_x"
"Q_y = -1.5Q_x + 30"
Therefore the slope of budget line is "-1.5"
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