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Axiom ax-bdan 9935
Description: The conjunction of two bounded formulas is bounded. (Contributed by BJ, 25-Sep-2019.)
Hypotheses
Ref Expression
bdim.1  |- BOUNDED  ph
bdim.2  |- BOUNDED  ps
Assertion
Ref Expression
ax-bdan  |- BOUNDED  ( ph  /\  ps )

Detailed syntax breakdown of Axiom ax-bdan
StepHypRef Expression
1 wph . . 3  wff  ph
2 wps . . 3  wff  ps
31, 2wa 97 . 2  wff  ( ph  /\ 
ps )
43wbd 9932 1  wff BOUNDED  ( ph  /\  ps )
Colors of variables: wff set class
This axiom is referenced by:  bdbi  9946  bd3an  9950  bdxor  9956  bdcrab  9972  bdreu  9975  bdcdif  9981  bdcin  9983  bdvsn  9994  bdop  9995  bdeqsuc  10001  bj-bdind  10054
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