It would be 9 because
16 is the q3 and 7 is the q1 and q3-q1=16-7 =9
Answer:9
Step-by-step Answer:
To prove
Triangle ADC is congruent to triangle BDC
AC=BC (given)
DC=DC (common)
AD=BD (given CD bisects AB)
Therefore triangle ACD is congruent to BDC (justification: SSS)
Your answer is 258000 liters
Answer:
A option
Step-by-step explanation:
ΔMNO: ∠M=79°, ∠O=22°, then ∠N=180°-79°-22°=79°.
ΔGHK: ∠G=∠H=79°, then ∠K=180°-79°-79°=22°.
ΔPQR: ∠R=20°, ∠Q=79°, then ∠P=180°-79°-20°=81°.
ΔDEF: ∠E=82°, ∠F=22°, then ∠D=180°-82°-22°=76°.
Similar triangles have congruent angles, then
ΔMNO and ΔGHK are similar.
Answer:
3152 cm²
Step-by-step explanation:
Applying,
A = bh+(a+b+c)L................... Euqation 1
Where A = surface area of the triangular prism, a, b, c are the length of the three side of the triangule respectively, L = Length of the prism, h = height of the triangle.
From the question,
Given: a = 25 cm, c = 25 cm, b = 14 cm, h = 24 cm, L = 44 cm
Substitute these values into equation 1
A = 14×24+(25+25+14)44
A = 336+2816
A = 3152 cm²