Solve : 141x + 103y = 217; 103x + 141y = 27

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First add both equations, we'll get 244x+244y=244, Now, Divide this equation by 244, it gives x+y=1.....(a) Again, subtract equation 2 from 1, it gives 38x-38y=190, Now, divide this equation by 38,comes x-y=5.....(b) Now add equation (a)and(b), implies 2x=6 we get x=3 Now put the value of x in (a),...
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First add both equations, we'll get 244x+244y=244, Now, Divide this equation by 244, it gives x+y=1.....(a) Again, subtract equation 2 from 1, it gives 38x-38y=190, Now, divide this equation by 38,comes x-y=5.....(b) Now add equation (a)and(b), implies 2x=6 we get x=3 Now put the value of x in (a),gives y=-2. read less
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Add both equations you will get x+y=1 Subtract both equatins will get x-y= 5 X=3 Y=2
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141x+103y=217 ..........(1) 103x+141y=27..............(2) Add (1) and (2). So, (1) + (2) is 244x + 244y=244 -> x + y=1 ................(3) Subtract (2) from (1). So, (1) - (2) gives 38x - 38y=190 -> x - y =5......................(4) Now, the two simplified equations are x + y = 1..........(3) x...
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141x+103y=217 ..........(1) 103x+141y=27..............(2) Add (1) and (2). So, (1) + (2) is 244x + 244y=244 -> x + y=1 ................(3) Subtract (2) from (1). So, (1) - (2) gives 38x - 38y=190 -> x - y =5......................(4) Now, the two simplified equations are x + y = 1..........(3) x - y = 5...........(4) Adding (3) and (4), 2x = 6 or x = 3. Again, (3) - (4) gives 2y = -4 or y = -2. read less
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x=3 and y = -2
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Teacher

are is 30 cm square
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Struggle makes you more stronger

1/2*base*height =area 1/2*12*5=30
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Struggle makes you more stronger

1/2*height*base=area 1/2*12*5=30 cm^2
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Struggle makes you more stronger

Any triangle can't be drawn because sum of angles exceed 180 degree
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Struggle makes you more stronger

Any triangle can't be drawn as sum of angles exceed 180 degree
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Related Questions

What is the value of Sin360+Cos360?

Sin(360)= sin(0)=0 Cos(360)=cos(0)=1 Formula: Sin((360*x)+y)=sin(y) Cos((360*x)+y)=cos(y) Where x is any integer and y is any real number. Sin(360) +cos (360) =1
Ramana

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Which is better? : Online tuitions by brands like: Meritnation, Myschool page or Catalyze or regular tuition classes?

I would suggest offline coaching because it binds the students and gives different levels of class surrounding, which is not possible in online classes. However, for extra self-studies, one can take the help of online material.
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How many triangles can be drawn having its angles as 45°, 64° and 72°? Give reason for your answer.
Zero triangles.. we cant draw triangle with these angles. but the given angles are 45,64.72. if we add those we get 45+64+72=181. so we cannot draw triangle.
Satish

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