27 = ((13/37) * 27) + b b = 17,51or27 = (13/(37*27)) + bb = 26,987or27 = (13/((37*27)+b))b = -998,52
2(b+h)
b=12
bxh
1/3 b x h b=area of base h=height of pyramid
B. H. Roberts died on 1933-09-27.
Thomas H. B. Browne died on 1892-08-27.
Area=(1/2)(Base)(Height) 27=(1/2)(12)(H) 54=(12)(H) H=4.5 check: 1/2(B)(H)=A 1/2(12)(4.5)=27 ? (6)(4.5)=27 ? 27=27
(b+h)(b+h)= b2+2hb+h2.
27 = ((13/37) * 27) + b b = 17,51or27 = (13/(37*27)) + bb = 26,987or27 = (13/((37*27)+b))b = -998,52
b/h
There is no figure given!!!! However, In a triangle the three angles are A B & 90 degrees. The sides opposite to A,B, & 90 are 'a' , 'b' & 'h' respectively. Hence Sin A = a/h SinB = b/h CosA = a/h ( Check ; 'a/h') Csc B ( CosecantB) = 1/ (a/h) = h/a CotB = CosB / SinB = (a/h) / (b/h) = a/b
You cannot. If the base is B and the height is H any of the following will give an area of 13: B = 13, H = 1 B = 130, H = 0.1 B = 1300, H = 0.01 etc. Or, B = 6.5, H = 2 B = 65, H = 0.2 etc Or B = 2.6, H = 5 B = 26, H = 0.5 etc I hope you get the idea.
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A = h/2*(a + b) So 2A/h = a + b and therefore, a = 2A/h - b
v=B*H B= area of the Base so... v= (b*h)*h
Step 1: Define the variables: H = Head; T = Tail; B = Body Step 2: Set up equations from what is given in the problem: H = 9 T = H + 1/2B B = H + T Total Length of the Fish = H + T + B Step 3: Substitute between equations. If we know H = 9 then we can substitute 9 in for H in the second equation. T = 9 + 1/2B Now we know what T and H are, so lets substitute that into the third equation and solve for B. B = H + T B = 9 + (9 + 1/2B) B = 18 + 1/2B Then subtract 1/2B from both sides: 1/2B = 18 Multiply both sides by two: B = 36 Now we know the value of B and the value of H. Substitute this back into the second equation and solve for T. T = H + 1/2B T = 9 + (1/2)36 T = 9 + 18 = 27 Step 4: Plug all values of H, T, and B into the final equation. Total length of fish = H + T + B Total length of fish = 9 +27 + 36 = 72