find the equation of the straight line passing through the point of intersection of the lines X + Y = 4 and 2x - 3 Y = 1 and per
pendicular to the line cutting off intercepts 5 and 6 on the axis
1 answer:
Answer:
45
Step-by-step explanation:
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Answer:
- Scalene triangle [any side and angle are not equal]
- isosceles triangle [two side and two angle are equal]
- equilateral triangle [all sides and angle are equal]
- right angled isosceles triangle [having one angle 90° and two other side and two angle are equal]
- scalene triangle
- equilateral triangle
- right angled triangle
- scalene triangle
- right angled isosceles triangle
- right angled isosceles triangle
- scalene triangle
- isosceles triangle
- equilateral triangle
- right angled triangle
- right angled isosceles triangle
- isosceles triangle
- scalene triangle
- equilateral triangle
- right angled isosceles triangle
- isosceles triangle
- equilateral triangle
- scalene triangle
- isosceles triangle
- right angled isosceles triangle
- right angled triangle
- right angled isosceles triangle
- isosceles triangle
30 is greater than 3. So 30 > 3
I wish I could say it to you but I don't know how to plan it
Down
6. 4,011
10. -94
11. 26
13. 178
15. -8
16. 6,861
18. 3,482
20. 385
22. 788
24. -5
25. 44
Across
1. -248
5. -9
7. 4,923
8. 90
9. 67
10. -912
12. 119
14. 16
15. -6
17. 743
19. 8,838
21. 47
23. 68
24. -884
26. 15
27. 7,284
Answer:
I am so sorry but I need pts...
Step-by-step explanation: