Mathematics: The translation (x, y) (x +3, y-7) maps TUVW onto T U V W . What translation maps T’U’V’W onto TUVW? O(x, y) = (x+3, y-7) O(x, y) (x-7, y + 3) O(x, y) (x + 7.y-3) O(x, y) → (x-3, y + 7)

The translation (x, y) (x +3, y-7) maps TUVW onto

Ответ:

thill16hill

03.03.2020

Mathematics

answer:

lol

Step-by-step explanation:

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Ответ:

anna2894

21.10.2022

Mathematics

A. To solve for 5^6/5^2 subtract the numerators exponent by the denominators exponent. So 6-2, which leaves 5^4 in the numerator so the answer is 5^4 or 5*5*5*5

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The translation (x, y)
(x +3, y-7) maps TUVW onto T'U'V'W'. What translation maps T’U’V’W onto TUVW?
O(x, y) = (x+3, y-7)
O(x, y) (x-7, y + 3)
O(x, y) (x + 7.y-3)
O(x, y) → (x-3, y + 7)

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The translation (x, y) (x +3, y-7) maps TUVW onto T'U'V'W'. What translation maps T’U’V’W onto TUVW? O(x, y) = (x+3, y-7) O(x, y) (x-7, y + 3) O(x, y) (x + 7.y-3) O(x, y) → (x-3, y + 7)

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The translation (x, y)
(x +3, y-7) maps TUVW onto T'U'V'W'. What translation maps T’U’V’W onto TUVW?
O(x, y) = (x+3, y-7)
O(x, y) (x-7, y + 3)
O(x, y) (x + 7.y-3)
O(x, y) → (x-3, y + 7)