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Iosif Pinelis
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This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sidedside is $2$.


The OP has now switched the meaning of $r$ from radius to diameter. The equality is still not true. E.g., if $f(u)=|u|$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sidedside is $1/2$.

This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $2$.


The OP has now switched the meaning of $r$ from radius to diameter. The equality is still not true. E.g., if $f(u)=|u|$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $1/2$.

This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand side is $2$.


The OP has now switched the meaning of $r$ from radius to diameter. The equality is still not true. E.g., if $f(u)=|u|$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand side is $1/2$.

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Iosif Pinelis
  • 127.7k
  • 8
  • 107
  • 229

This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $2$.


The OP has now switched the meaning of $r$ from radius to diameter. The equality is still not true. E.g., if $f(u)=|u|$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $1/2$.

This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $2$.

This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $2$.


The OP has now switched the meaning of $r$ from radius to diameter. The equality is still not true. E.g., if $f(u)=|u|$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $1/2$.

Source Link
Iosif Pinelis
  • 127.7k
  • 8
  • 107
  • 229

This equality is not true. E.g., if $f(u)=u$, $x=0$, and $a=1$, then the left-hand side of the equality is $1$, whereas its right-hand sided is $2$.