____________________ ♧Question♧ For equation 5x+3y +11=0 and 2x+4y =-10 find D. ♧Answer♧ Let the D = ( x , y ) ➠5x + 3y + 11 = 0. ➠5x + 3y = -11. e.q 1 ➠2x + 4y = -10. e.q 2 ☆Now multiply the equation 1 with 2 ➠5x + 3y = -11 ➠2(5x + 3y = -11) ➠10x + 6y = -22 e.q 3 ☆Now multiply equation 2 with 5 ➠2x + 4y = -10 ➠5(2x + 4y = -10) ➠10x + 20y = -50. e.q 4 ☆Now subtracting e.q 3 and e.q 4 ➠(10x + 20y = -50) – (10x + 6y = -22) ➠-14y = 28 ➠y = -12/-28 ➠y = -2 ☆Now put the value of y in e.q 1. ➠5x + 3y = -11. ➠5x + 3(-2) = -11 ➠5x – 6 = -11 ➠5x = – 11 + 6 ➠5x = – 5 ➠x = -5/5 ➠x = -1 ☆So the value of is D = ( -1 , -2 ). ____________________ Reply
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♧Question♧
♧Answer♧
Let the D = ( x , y )
☆Now multiply the equation 1 with 2
☆Now multiply equation 2 with 5
☆Now subtracting e.q 3 and e.q 4
☆Now put the value of y in e.q 1.
☆So the value of is D = ( -1 , -2 ).
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Answer:
5 3
2. 4
= (5×4)-(2×3)
D = 20-6
D = 14