Question

3 Uy S615045. What is that Humber
4. There were three candidates in an election. They received 687905 votes. 495086 votes and
93756 votes respectively. The number of invalid votes was 13849. If 25467 persons did not
vote, find how many votes were registered.
nistan Indietathebar 1933
lahatiny​

Answer 1

HERE'S UR ANSWER BUDDY:

☆______________________☆

● No. of votes received by the first candidate = 687905

● No. of votes received by the second candidate = 495086

● No. of votes received by the third candidate = 93756

● No. of invalid votes= 13849

● No. of uncasted votes = 25467

NOW,

☆ Total no. of registered votes :

→ Votes of all the three candidates - ( No. of invalid votes + No. of uncasted votes)

= ( 687905 + 495086 + 93756 ) -

( 13849 + 25467 )

= 1276747 - 39316

= 1237431 votes

☆ Hence total no. of registered votes = 1237431

☆_________________________☆

HOPE IT HELPS UH

have a great day ahead ☆

☆ STAY AT HOME

☆ BE SAFE

☆ BE BRAINLY :

→ KEEP ANSWERING

→ KEEP LEARNING

Answer 2

Step-by-step explanation:

$\huge{\red{\tt Hey \: Mate}}$

$\huge{\orange{\boxed{\boxed{\boxed{\purple{\underline{\underline{\red{\mathfrak{It's Shruti.....!!!!}}}}}}}}}}$

☆______________________☆

● No. of votes received by the first candidate = 687905

● No. of votes received by the second candidate = 495086

● No. of votes received by the third candidate = 93756

● No. of invalid votes= 13849

● No. of uncasted votes = 25467

NOW,

☆ Total no. of registered votes :

→ Votes of all the three candidates - ( No. of invalid votes + No. of uncasted votes)

= ( 687905 + 495086 + 93756 ) -

( 13849 + 25467 )

= 1276747 - 39316

= 1237431 votes

☆ Hence total no. of registered votes = 1237431

☆_________________________☆

$\huge{\blue{\tt Hope \: it \: helps \: you}}$

$\color{green}{{MARK IT AS BRAINLIEST!! }}$