Question

2x-2y+z=-3,x+3y-2z=1,3x-y-z=2, 2y-y =?​

Answer 1

Step-by-step explanation:

Answer

(i) Liberals wanted a nation which tolerated all religions. In contrast, radicals wanted a nation in which government was based on the majority of a country's population.

(ii) Liberals did not believe in universal adult franchise. They felt men of property mainly should have the vote. But radicals opposed the privileges of great landowners and wealthy factory owners.

(iii) Liberals did not want the vote for women. On the other hand, many radicals supported women's suffragette movement.

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Answer 2

Answer:

Answer

Given,

x−2y+3z=11−−−−−(1)

3x+y−z=2−−−−−−(2)

5x+3y+2z=3−−−−−(3)

Multiplying (1) with 3 and then solving with (2),we get,

10z−7y=31−−−−−(4)

Multiplying (1) with 5 and then solving with (3),we get,

z−y=4−−−−−−(5)

Now,multiplying (5) with 7 and then solving with (4),we get,

=>z=1

Putting the value of z in (5),

y=−3

putting the value of z and y in (1),

x=2