The ordered pairs (t, 36), (5, 45) represent a proportional relationship. Find the value of t.
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The ordered pairs (t, 36), (5, 45)
=> t/5 = 36/45
=> t = 36/45 ×5
=> t = 4.
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In a graph we can find the proportional relationship by whether the straight line is passing through the origin or not.
In order to determine the proportional relationship we can consider the ratio of Y to X.
In order to find proportional relationship, put a zero in x then solve for y.
The two ordered pairs are proportional then
(t, 36) =(5, 45)
In (5, 45) = 5 x 9 = 45.
(t, 36) = t times 9 is 36
Therefore, t is 36/9
t = 4.
Therefore, the final answer is t=4
The ordered pairs are (4, 36) and (5,45) .
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