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Choose three calculations to work out using a written method. Choose three to work out using Frog.
Mathematics
ScanSolve AI Answer
Step-by-step solution
29 stepshere are the calculations using the specified methods:
Written method
- (1) Calculation:
Set up the subtraction in columns.
$$ \begin{array}{r} 8642 \\ - 4318 \\ \hline \end{array} $$Subtract the units column
. Borrow from the tens. .
Subtract the tens column
.
Subtract the hundreds column
.
Subtract the thousands column
. The answer is .
- (2) Calculation:
Set up the subtraction in columns.
$$ \begin{array}{r} 7458 \\ - 3275 \\ \hline \end{array} $$Subtract the units column
.
Subtract the tens column
. Borrow from the hundreds. .
Subtract the hundreds column
.
Subtract the thousands column
. The answer is .
- (3) Calculation:
Set up the subtraction in columns.
$$ \begin{array}{r} 8645 \\ - 4721 \\ \hline \end{array} $$Subtract the units column
.
Subtract the tens column
.
Subtract the hundreds column
. Borrow from the thousands. .
Subtract the thousands column
. The missing number is .
Frog
- (1) Calculation:
Start at 345.
Jump to the next multiple of 10.
Jump to the next multiple of 100.
$350 \xrightarrow{+50} 400$Jump to a number close to 762.
$400 \xrightarrow{+300} 700$Jump to the target number.
$700 \xrightarrow{+62} 762$Add up all the jumps.
$5 + 50 + 300 + 62 = 417$ The answer is $\boxed{\mathbf{417}}$.- (2) Calculation:
Start at 3489.
Jump to the next multiple of 100.
Jump to the next multiple of 1000.
$3500 \xrightarrow{+500} 4000$Jump to a number close to 6008.
$4000 \xrightarrow{+2000} 6000$Jump to the target number.
$6000 \xrightarrow{+8} 6008$Add up all the jumps.
$11 + 500 + 2000 + 8 = 2519$ The answer is $\boxed{\mathbf{2519}}$.- (3) Calculation:
Start at .
Jump to the next whole pound.
Jump to the next multiple of .
$\pounds79.00 \xrightarrow{+\pounds1.00} \pounds80.00$Jump to the target amount.
$\pounds80.00 \xrightarrow{+\pounds20.00} \pounds100.00$Add up all the jumps.
$\pounds0.75 + \pounds1.00 + \pounds20.00 = \pounds21.75$ The answer is $\boxed{\mathbf{\pounds21.75}}$.
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