Prove the transitivity of similarity: If △ ???~ △ ??? and △ ???~
△ ??? then △ ???~ △ ???. Write this proof in the numbered
statements and reasons style.and also a picture of triangles.
Prove that cardinality is an equivalence relation. Prove for all
properties (refextivity, transitivity and symmetry). Please do this
problem and explain every step. The less confusing notation the
better, thanks!
Consider the cross: A/a; b/b; C/c; D/d; E/e x A/a; B/b; c/c;
D/d; e/e
a) what proportion of the progeny will phenotypically resemble
the first parent?
b) what proportion of the progeny will genotypically resemble
neither parent?
prove that where a,b,c,d,e are real numbers with (a) not equal
to zero. if this linear equation ax+by=c has the same solution set
as this one : ax+dy=e, then they are the same equation.
Use boolean algebra to prove that:
(A^- *B*C^-) + (A^- *B*C) + (A* B^- *C) + (A*B* C^-) + (A*B*C)=
(A+B)*(B+C)
A^- is same as "not A"
please show steps to getting the left side to equal the right
side, use boolean algebra properties such as distributive,
absorption,etc
Find A, B, C, D, E such that the rule Af(a − 2h) + Bf(a − h) +
Cf(a) + Df(a + h) + Ef(a + 2h) approximates f"'(a) with the error
O(h^p) for the largest order of convergence p. What is this p equal
to? Please be clear and show all steps, thanks!