W³ + 64 = w³ + 4³ = (w+4)³ - 3*w*4(w+4) = (w+4)[(w+4)² - 12w]
(w³ + 64) ÷ (w+4)
=(w+4)[(w+4)² - 12w] ÷ (w+4)
= (w+4)² - 12w
= w² -4w + 16
Answer:
Step-by-step explanation:
on the number line your starting point is 6 then go back 9 and you will get -3
Answer:
try b
Step-by-step explanation:
Answer:
- SAS
- ASA
- AAS
- HL
- SSA (conditionally — see below)
Step-by-step explanation:
Of the 5 triangle congruence theorems, the only one that cannot be used is SSS, which requires you know all three sides.
If you don't know all three sides, you must know at least one angle, at least one side, and at least one additional angle or side (see below).
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If the sides you know (in relation to the angle you know) are SSA, then <em>the first side (opposite the angle) must be known to be the longest</em>, or congruence is not assured. This is why SSA is not usually listed among the congruence theorems. (However, HL is a version of this, as the right angle will be opposite the longest side.)
