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What expression is equivalent to b plus h times b plus h?
(b+h)(b+h)= b2+2hb+h2.
What is the value of h in numerical analysis when doing differentiation?
h, being the step size of an algorithm in numerical analysis, is always (b-a)/N where x is in the interval [a, b] and N is the number of iterations in the algorithm.
The base of a triangle is 3 cm less than twice its height if the area is 10 cm2 find the lenght of the base?
B = 2H - 3; (B x H)/2 = 10 ie B x H = 20;2H2 - 3H - 20 = 0(H - 4)(2H + 5) = 0Only positive value for H is 4, making B = 5 cm
What is the reciprocal of h divided b?
b/h
How can you find the base of a rectangle that has an area of 13?
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.
What is the value of H and B No9 Leader Joe Cronin baseball bat worth?
an estimate of 7,000 to 12,000
What expression is equivalent to b plus h times b plus h?
(b+h)(b+h)= b2+2hb+h2.
Why is Susan b Anthony a positive leader?
she fight for the rights of women to vote
What is the value of h in numerical analysis when doing differentiation?
h, being the step size of an algorithm in numerical analysis, is always (b-a)/N where x is in the interval [a, b] and N is the number of iterations in the algorithm.
What does this function do and what its syntax in average?
The average value of a function is the equivalent area of the function expressed like a rectangle .- Thus If you have an area A from limits a and b , the equivalent is : (b-a) H ( rectangle area ) = INT f(x) dx , then average H is H= ( INT f(x) dx) /(b-a)
The base of a triangle is 3 cm less than twice its height if the area is 10 cm2 find the lenght of the base?
B = 2H - 3; (B x H)/2 = 10 ie B x H = 20;2H2 - 3H - 20 = 0(H - 4)(2H + 5) = 0Only positive value for H is 4, making B = 5 cm
What is the reciprocal of h divided b?
b/h
What is the base of a triangle when the area is 30 and the height is 10?
The equation for the area of a triangle goes as followed: A = [(b)(h)]/2 A = Area b = base h = height Your known values are A = 30 h = 10 Unknown values b = ? Simply plug in your known values to find your unknown value: 30 = [(b)(10)]/2 (30)(2) = (b)(10) 60 = (b)(10) (60)/(10) = b b = 6
Find each trigonometric ratio.Use the illustration on the right.1.sin A 2.sin B 3.cos A 4. csc B 5.cot B?
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
In the reaction B plus KL plus H if an additional B is added the result will be what?
If an additional B is added to the reaction, the reaction will be more likely to proceed towards completion, as there will be more B molecules available to react with KL and H. This may lead to an increase in the amount of product formed, depending on the stoichiometry and conditions of the reaction.
How can you find the base of a rectangle that has an area of 13?
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.
How do you transpose A equals half h times a plus b to solve for a formula is for a trapezium?
A = h/2*(a + b) So 2A/h = a + b and therefore, a = 2A/h - b
