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How do I solve -6(4 – t) = 121
asked
Jul 24, 2022
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How do I solve -6(4 – t) = 121
Mathematics
college
Axelbrz
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use the distributive property -6(4-t) = ((-6x4)-(-6•t)) -6x4 is - 24 so (-24-(-6•t)) then -(-6•t) is 6t (the negatives cancel eachother so -24+6t =121 then you add 24 so 6t= 145 then divide 145/6 to get t by itself so you get t=24.16 OR t= 145/6
Jayj
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Jul 25, 2022
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Answer:
T=145/5
Explanation:
-24+6t=121
Move constant to the right
6t=121+24
Calculate
6t=121
Divide both sides
t=145/6
SuperDeclarative
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Jul 30, 2022
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SuperDeclarative
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