anonymous
  • anonymous
Solve -3t + 6 < 3. A. t < 5 B. t > 1 C. t > -5 D. t < -1 and Solve 3(t - 2) > 4(2t + 11). A. t > -10 B. t > 1.8 C. t < 1.8 D. t < -10 could you explain how you got the answer? i'm lost on this
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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.Sam.
  • .Sam.
-3t+6<3 Move all terms not containing t to the right-hand side of the inequality. -3t<-3 Divide each term in the inequality by -3. t>1
Callisto
  • Callisto
-3t + 6 < 3. 1. both sides -6 -3t + 6 -6< 3 -6 -3t < -3 2. Both sides divided by -3 (remember to change the sign) -3t/-3 > -3/-3 t>1 Get it?
.Sam.
  • .Sam.
3(t-2)>4(2t+11) 3(t-2)>8t+44 move terms not containing t to the right side of the inequality. -5t-6>44 Move all terms not containing t to the right side of the inequality -5t>50 Divide each term in the inequality by -5. t<-10

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Callisto
  • Callisto
3(t - 2) > 4(2t + 11) 1. Expand the expression 3(t - 2) > 4(2t + 11) 3t - 3(2) > 4(2t) + 4(11) 3t -6 > 8t +44 2. both sides add 6 3t -6 +6> 8t +44 +6 3t > 8t +50 3. Both sides minus 8t 3t > 8t +50 3t-8t> 8t +50 -8t -5t > 50 4. both sides divided by -5 -5t/-5 < 50/-5 t< -10 understand?

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