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Yes, your handicap directly relates to how many shots you get. In strokeplay, a handicap of 10 would give you 10 shots. In matchplay you would get the difference between your handicap and your opponents, or have to give them shots. Some competitions stipulate that 3/4 of the difference be given.
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How does the number of tiles added to each figure relate to the equation?
They fit the equation t = 0 exactly.
How does the numbers of zero relate to the number under the square root?
With great difficulty. What exactly are you trying to ask?
How does the number of sides in a regular polygon relate to the number of line of symmetry in it?
The two numbers are the same.
How can equations on a number line relate to real life?
There are no 'equations' on a number line. There are only numbers, such as 1, 2, 3...and so on. And they relate to life because you use them in counting. And you use that to count money, people, fingers, etc.
How would a list of factors pairs relate to the rectangles that could be made to show the number?
As I understand it, the number of factor pairs is equal to the number of rectangles.
How does the number of tiles added to each figure relate to the equation?
They fit the equation t = 0 exactly.
How does the numbers of zero relate to the number under the square root?
With great difficulty. What exactly are you trying to ask?
How are Predation coefficients relate the number?
Predation coefficients relate the number of prey killed to the production of predator offspring.
Does the number of columns relate to the number of rows?
No. They are orthogonal.
In an atom how do the number of protons relate to the number of electrons?
yes
How can you relate operations on whole numbers in your daily life?
how do whole number relate to everday life
How does 75 relate to the real world?
In itself, the number 75 does not relate specifically to the real world.
is number 6 relate to an event in history?
no
How does the number 88 relate to geometry?
It is symmetrical
What does factor relate to in math?
A factor of a number is a number that divides into it evenly.
How does the number of sides relate to the number of interior triangles?
The number of sides and the number of interior angles are the same.
How does the number of pieces relate to the number of circles?
We need to know what pieces and what circles.
