Math, asked by zoomzuber, 8 months ago

Simplify : 150 ÷(6+3x8)-5

Answers

Answered by Mrvagh151

4

Answer:

150 ÷ 25

= 6

hope it helps you ☺☺

Answered by kulkarninishant346

1

Step-by-step explanation:

y=0

y=0

y=0 PREMISES

y=0 PREMISES

y=0 PREMISES y=150÷(6+3×8)-5

y=0 PREMISES y=150÷(6+3×8)-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y=

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y=

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)]

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)]

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)]

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)]

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)] 5=150/(6+24)

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)] 5=150/(6+24)

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)] 5=150/(6+24) 5=150/30 and

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)] 5=150/(6+24) 5=150/30 and

y=0 PREMISES y=150÷(6+3×8)-5 CALCULATIONS y=150÷(6+3×8)-5 y=150/[6+(3×8)]-5 y=150/(6+24)-5 y=(150/30)–5 y=5–5 y= 0 PROOF If y=0, then the inverse of the equation y=150/[6+(3×8)]-5 returns y+5=150/[6+(3×8)] 0+5=150/[6+(3×8)] 5=150/(6+24) 5=150/30 and 5=5 proves the solution y=0 for the expression y=150/[6+(3×8)]-5 in the calculations above

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