Question

What is the negation of "If \( a^{2} \leqslant b^{2} \) then \( a \neq b \) "? Select one: a. If \( a=b \) then \( a^{2}>b^{2} \). b. If \( a \neq b \) then \( a \leqslant b \). c. If \( a=b \) then \( a \leqslant b \). d. \( a^{2} \leqslant b^{2} \) and \( a=b \) e. If \( a^{2}>b^{2} \) then \( a=b \). f. If \( a^{2} \leqslant b^{2} \) then \( a \neq b \).

          What is the negation of "If \( a^{2} \leqslant b^{2} \) then \( a \neq b \) "?
Select one:
a. If \( a=b \) then \( a^{2}>b^{2} \).
b. If \( a \neq b \) then \( a \leqslant b \).
c. If \( a=b \) then \( a \leqslant b \).
d. \( a^{2} \leqslant b^{2} \) and \( a=b \)
e. If \( a^{2}>b^{2} \) then \( a=b \).
f. If \( a^{2} \leqslant b^{2} \) then \( a \neq b \).

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What is the negation of "If a^2⩽ b^2 then a ≠ b "?
Select one:
a. If a=b then a^2>b^2.
b. If a ≠ b then a ⩽ b.
c. If a=b then a ⩽ b.
d. a^2⩽ b^2 and a=b
e. If a^2>b^2 then a=b.
f. If a^2⩽ b^2 then a ≠ b.

Added by Bob J.

Calculus: One Variable

Garret J. Etgen, Saturnino L. Salas 10th Edition

Chapter 1

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Solved by Expert Mohammed Nadhir

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"If a2⩽b2" - This means that a squared is less than or equal to b squared. Show more…

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What is the negation of "If a2⩽b2 then a≠b "?

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