Question
Find the coordinates of the points where the graph 57x
β 19y = 399 cuts the coordinate axes. (a) x β axis at (β 7,0) and y β axis at (0, β 21) (b) x β axis at (β 7,0) and y β axis at (0,21) (c) x β axis at (7,0) and y β axis at (0, β 21) (d) x β axis at (7,0) and y β axis at (0,21)Solution
For coordinate a x is Γ x = 0, y = 0 Then, 57x β 19y = 399 cut coordinate a x is when x = 0 β 19y = 399 Β y = β 21 Β Γ (0, β 21) When, y = 0 57x = 399 Β x = 7 = (7, 0) Option 3 is right
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Conclusions:
I. L > N
II. Q < J
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A * B means A is not smaller than B
A ...
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Conclusions:
I. B β₯ D
II. S > V
III. M < G
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Statements: G@B; W#Z; B%W
Conclusions:
I) G@Z
II) Z@B
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Conclusions:
I. T > L
II. S > D
III. Z β₯ R
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Conclusions:
I. 3 < 4
II. 9 < 5
III. 1 < 6