QUESTION IMAGE
Question
pathfinder
choose a path from start to finish below. use subtraction, multiplication, or division to solve the problems. follow. you can only move: down, right, left, or up.
start
$3 - 24$ $3 \times (-13)$ $-3 \times 14$ $44 - 49$ $-48 \div 16$
$-26 + 7$ $-7 - 27$ $13 \times (-4)$ $8 - 19$ $-18 \div (-6)$
$3 \times (-5)$ $28 \div (-2)$ $(-35) \div 2$ $4 + (-25)$ $-68 \div 17$
$23 - 46$ $-2 - 11$ $15 + (-26)$ $17 - 23$ $29 - 38$
$-12 \div (-3)$ $18 + (-32)$ $11 - 29$ $-60 \div 12$ $-3 \times (-2)$
finish
Step1: Calculate start cell
$3 - 24 = -21$
Step2: Calculate row1, col2
$3 \times (-13) = -39$
Step3: Calculate row1, col3
$-3 \times 14 = -42$
Step4: Calculate row1, col4
$44 - 49 = -5$
Step5: Calculate row1, col5
$-48 \div 16 = -3$
Step6: Calculate row2, col1
$-26 + 7 = -19$
Step7: Calculate row2, col2
$-7 - 27 = -34$
Step8: Calculate row2, col3
$13 \times (-4) = -52$
Step9: Calculate row2, col4
$8 - 19 = -11$
Step10: Calculate row2, col5
$-18 \div (-6) = 3$
Step11: Calculate row3, col1
$3 \times (-5) = -15$
Step12: Calculate row3, col2
$28 \div (-2) = -14$
Step13: Calculate row3, col3
$(-35) \div 2 = -17.5$
Step14: Calculate row3, col4
$4 + (-25) = -21$
Step15: Calculate row3, col5
$-68 \div 17 = -4$
Step16: Calculate row4, col1
$23 - 46 = -23$
Step17: Calculate row4, col2
$-2 - 11 = -13$
Step18: Calculate row4, col3
$15 + (-26) = -11$
Step19: Calculate row4, col4
$17 - 23 = -6$
Step20: Calculate row4, col5
$29 - 38 = -9$
Step21: Calculate row5, col1
$-12 \div (-3) = 4$
Step22: Calculate row5, col2
$18 + (-32) = -14$
Step23: Calculate row5, col3
$11 - 29 = -18$
Step24: Calculate row5, col4
$-60 \div 12 = -5$
Step25: Calculate end cell
$-3 \times (-2) = 6$
Path & Final Values:
Start: $3 - 24 = -21$
- $3 \times (-13) = -39$
- $-3 \times 14 = -42$
- $44 - 49 = -5$
- $-48 \div 16 = -3$
- $-18 \div (-6) = 3$
- $8 - 19 = -11$
- $13 \times (-4) = -52$
- $-7 - 27 = -34$
- $-26 + 7 = -19$
- $3 \times (-5) = -15$
- $28 \div (-2) = -14$
- $(-35) \div 2 = -17.5$
- $4 + (-25) = -21$
- $-68 \div 17 = -4$
- $29 - 38 = -9$
- $17 - 23 = -6$
- $15 + (-26) = -11$
- $-2 - 11 = -13$
- $23 - 46 = -23$
- $-12 \div (-3) = 4$
- $18 + (-32) = -14$
- $11 - 29 = -18$
- $-60 \div 12 = -5$
End: $-3 \times (-2) = 6$
(Note: This is one valid path moving through adjacent cells; other valid paths exist with the same calculated cell values)
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Step1: Calculate start cell
$3 - 24 = -21$
Step2: Calculate row1, col2
$3 \times (-13) = -39$
Step3: Calculate row1, col3
$-3 \times 14 = -42$
Step4: Calculate row1, col4
$44 - 49 = -5$
Step5: Calculate row1, col5
$-48 \div 16 = -3$
Step6: Calculate row2, col1
$-26 + 7 = -19$
Step7: Calculate row2, col2
$-7 - 27 = -34$
Step8: Calculate row2, col3
$13 \times (-4) = -52$
Step9: Calculate row2, col4
$8 - 19 = -11$
Step10: Calculate row2, col5
$-18 \div (-6) = 3$
Step11: Calculate row3, col1
$3 \times (-5) = -15$
Step12: Calculate row3, col2
$28 \div (-2) = -14$
Step13: Calculate row3, col3
$(-35) \div 2 = -17.5$
Step14: Calculate row3, col4
$4 + (-25) = -21$
Step15: Calculate row3, col5
$-68 \div 17 = -4$
Step16: Calculate row4, col1
$23 - 46 = -23$
Step17: Calculate row4, col2
$-2 - 11 = -13$
Step18: Calculate row4, col3
$15 + (-26) = -11$
Step19: Calculate row4, col4
$17 - 23 = -6$
Step20: Calculate row4, col5
$29 - 38 = -9$
Step21: Calculate row5, col1
$-12 \div (-3) = 4$
Step22: Calculate row5, col2
$18 + (-32) = -14$
Step23: Calculate row5, col3
$11 - 29 = -18$
Step24: Calculate row5, col4
$-60 \div 12 = -5$
Step25: Calculate end cell
$-3 \times (-2) = 6$
Path & Final Values:
Start: $3 - 24 = -21$
- $3 \times (-13) = -39$
- $-3 \times 14 = -42$
- $44 - 49 = -5$
- $-48 \div 16 = -3$
- $-18 \div (-6) = 3$
- $8 - 19 = -11$
- $13 \times (-4) = -52$
- $-7 - 27 = -34$
- $-26 + 7 = -19$
- $3 \times (-5) = -15$
- $28 \div (-2) = -14$
- $(-35) \div 2 = -17.5$
- $4 + (-25) = -21$
- $-68 \div 17 = -4$
- $29 - 38 = -9$
- $17 - 23 = -6$
- $15 + (-26) = -11$
- $-2 - 11 = -13$
- $23 - 46 = -23$
- $-12 \div (-3) = 4$
- $18 + (-32) = -14$
- $11 - 29 = -18$
- $-60 \div 12 = -5$
End: $-3 \times (-2) = 6$
(Note: This is one valid path moving through adjacent cells; other valid paths exist with the same calculated cell values)