Factorise t^2+ + 9t - 36
Answers
Answer:
Look for factors of 36:
Look for factors of 36:1 and 36
Look for factors of 36:1 and 362 and 18
Look for factors of 36:1 and 362 and 183 and 12
Look for factors of 36:1 and 362 and 183 and 124 and 9
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).For the first problem, which ones add up to +9? +12 and -3 (remember they must be opposite signs)
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).For the first problem, which ones add up to +9? +12 and -3 (remember they must be opposite signs)For the second problem, which ones add up to -13? -4 and -9 (both the same sign)
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).For the first problem, which ones add up to +9? +12 and -3 (remember they must be opposite signs)For the second problem, which ones add up to -13? -4 and -9 (both the same sign)So, the answers are:
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).For the first problem, which ones add up to +9? +12 and -3 (remember they must be opposite signs)For the second problem, which ones add up to -13? -4 and -9 (both the same sign)So, the answers are:(t+12)(t-3)
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).For the first problem, which ones add up to +9? +12 and -3 (remember they must be opposite signs)For the second problem, which ones add up to -13? -4 and -9 (both the same sign)So, the answers are:(t+12)(t-3)and
Look for factors of 36:1 and 362 and 183 and 124 and 9If the 36 is positive, the factors must be the same sign (either positive or negative).If the 36 is negative, the factors must be opposite signs (one positive and one negative).For the first problem, which ones add up to +9? +12 and -3 (remember they must be opposite signs)For the second problem, which ones add up to -13? -4 and -9 (both the same sign)So, the answers are:(t+12)(t-3)and(v-4)(v-9)
Step-by-step explanation:
hope it helps you
Answer:
t^2 + 9t - 36
t^2 +12t -3t -36
t (t+12) -3 (t+12)
(t+12) (t-3)
Answer : (t+12) (t-3)
(mark me as the brainliest)