Subtract: 9 qt − 4 qt 1 pt = _____ qt _____ pt

Set up subtraction problem: Step 1: Understand the units involved and set up the subtraction problem. We have 9 quarts and need to subtract 4 quarts 1 pint from it. Since 1 quart equals 2 pints, we can convert everything to pints for easier subtraction. 9 quarts = 18 pints (because 9 × 2 = 18), 4 quarts 1 pint = 9 pints (because 4 × 2 + 1 = 9), Now, subtract 9 pints from 18 pints.Perform subtraction: Step 2: Perform the subtraction. 18 pints - 9 pints = 9 pints, Now, convert the pints back to quarts and pints. 9 pints = 4 quarts 1 pint (because 9 ÷ 2 = 4 remainder 1),

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Subtract: $\newline$ $9$ qt $-$ $4$ qt $1$ pt = $\_\_\_\_$ qt $\_\_\_\_$ pt

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Math Problems

Grade 6

Convert, compare, add, and subtract mixed customary units

Full solution

Q. Subtract:

\newline

9

-

4

1

pt =

\_\_\_\_

\_\_\_\_

Set up subtraction problem: Step $1$ : Understand the units involved and set up the subtraction problem. $\newline$ We have $9$ quarts and need to subtract $4$ quarts $1$ pint from it. Since $1$ quart equals $2$ pints, we can convert everything to pints for easier subtraction. $\newline$ $9$ quarts = $18$ pints (because $9 \times 2 = 18$ ), $\newline$ $4$ quarts $1$ pint = $9$ pints (because $4$ $1$ ), $\newline$ Now, subtract $9$ pints from $18$ pints.
Perform subtraction: Step $2$ : Perform the subtraction. $\newline$ $18$ pints $-$ $9$ pints $=$ $9$ pints, $\newline$ Now, convert the pints back to quarts and pints. $\newline$ $9$ pints $=$ $4$ quarts $1$ pint (because $9 \div 2 = 4$ remainder $1$ ),