Mathematics, 29.11.2020 15:10 jordenv00

$22.15 x 40 $15.75 x 37.25 ($13.00 x40) + ($18.50 x 4) $1,765.84 - ($211.28 + $56.26 + $11.23 + $23.94) 3.25% of $26,766.29 8.1% of $16,348.03 112.43% of $12,000.00 $9,780.21 x ($1.00 + 0.015) 17 + 93 21.35 x 102 $16.02 = 1.07a Solve for a $2,367.43 = $1,188.92 + 21.27335a Solve for a $199.00 = a - 30%a Solve for a If Joey earns $46,145 per year and gets paid every other Friday, how much are each of Joey's paychecks? If Alex earns $61,500 per year and gets paid on a monthly basis, how much are each of Alex' paychecks? ((107 x 0.4) + (6522 x 1.45)^2)

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$22.15 x 40 $15.75 x 37.25 ($13.00 x40) + ($18.50 x 4) $1,765.84 - ($211.28 + $56.26 + $11.23 + $23....