Verify : (23){(-5)+(+19)}=(-23)×(-5)+(-23)×(+19)
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Verify : (23){(-5)+(+19)}=(-23)×(-5)+(-23)×(+19)
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[tex]\Large\blue{\mid{\underline{\overline{\tt { →\:AnSwEr}\mid}}}}[/tex]
★ Let's solve
[tex]\pink{ \sf⇒{(23) [(-5)+(+19)} ] }\bold{(solving \: bracket)}\\ \\ \sf ⇒ - 23 \times 14\\ \\ \sf ⇒- 332[/tex]
→ RHS is "-332"
[tex] \pink{\sf⇒(-23)×(-5)+(-23)×(+19)} \\ \\ \sf⇒ 115 - 437 \\ \\ \sf ⇒- 332[/tex]
→ LHS is "-332"
-332 = -332
★ Hence, LHS=RHS
equation is equal
_______________________________
Hope it help ~
[tex]\Large\blue{\mid{\underline{\overline{\tt { →\:AnSwEr}\mid}}}}[/tex]
→AnSwEr∣
TO VERIFY WE MUST KNOW THAT LHS= RHS.THEN,ONLY EQUATION IS EQUAL
★ Let's solve
Taking RHS 1st.
[tex]\begin{gathered}\pink{ \sf⇒{(23) [(-5)+(+19)} ] }\bold{(solving \: bracket)}\\ \\ \sf ⇒ - 23 \times 14\\ \\ \sf ⇒- 332\end{gathered} [/tex]
⇒(23)[(−5)+(+19)](solvingbracket)
⇒−23×14
⇒−332
→ RHS is "-332"
Taking LHS....
[tex]\begin{gathered} \pink{\sf⇒(-23)×(-5)+(-23)×(+19)} \\ \\ \sf⇒ 115 - 437 \\ \\ \sf ⇒- 332\end{gathered} [/tex]
⇒(−23)×(−5)+(−23)×(+19)
⇒115−437
⇒−332
→ LHS is "-332"
-332 = -332
★ Hence, LHS=RHS
equation is equal
Hope it help