Which could be the first step of an indirect proof of the conditional below? Select all that apply.
If x = 4, then 4x = x2.
A. If 4x ≠ x2, then x ≠ 4.
B. If x = 4, then 4x = x2.
C. Assume if 4x ≠ x2, then x ≠ 4.
D. Assume if x ≠ 4, then 4x ≠ x2.

Question

06-10-2022
Mathematics

Answered

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Which could be the first step of an indirect proof of the conditional below? Select all that apply.
If x = 4, then 4x = x2.
A. If 4x ≠ x2, then x ≠ 4.
B. If x = 4, then 4x = x2.
C. Assume if 4x ≠ x2, then x ≠ 4.
D. Assume if x ≠ 4, then 4x ≠ x2.

Sagot :

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Which could be the first step of an indirect proof of the conditional below? Select all that apply. If x = 4, then 4x = x2. A. If 4x ≠ x2, then x ≠ 4. B. If x = 4, then 4x = x2. C. Assume if 4x ≠ x2, then x ≠ 4. D. Assume if x ≠ 4, then 4x ≠ x2.

Sagot :

Other Questions

Which could be the first step of an indirect proof of the conditional below? Select all that apply.
If x = 4, then 4x = x2.
A. If 4x ≠ x2, then x ≠ 4.
B. If x = 4, then 4x = x2.
C. Assume if 4x ≠ x2, then x ≠ 4.
D. Assume if x ≠ 4, then 4x ≠ x2.