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· 311-315 · 316-320 · 321-325 · 326-330 · 331-335 · 336-340 · 341-345 · 346-350 · 351-355 · 356-360 ·Measure the height of a stack of 50 pennies (in centimeters).
1. Measure the height of a stack of 50 pennies (in centimeters). 2.Convert the height of the stack of pennies into meters 3.Calculate how many pennies would be needed to make a tower 1 billion meters tall. Give answer in both standard calculation and in scientific notation.
Subject:
Math
Topic:
Group Theory
Posting ID:
162432
OTA ID:
101298
Group Theory, Computing number of odd order subgroups
Question: Let G be a group of order 2k , that contains a cyclic subgroup of order k, where k is odd. Determine a formula to compute the number of subgroups of G that are of odd order.
Subject:
Math
Topic:
Group Theory
Posting ID:
163981
OTA ID:
105009
Show that the center of GL(2,R) is the set of all scalar matrices aI with a different from zero.
Problem 1: Show that the center of GL(2,R) is the set of all scalar matrices aI with a different from zero. Problem 2: prove that no pair of the following groups of order 8, I8; I4 x I2; I2 x I2; D8; Q, are isomorphic.
Subject:
Math
Topic:
Group Theory
Posting ID:
172000
OTA ID:
101298
Problem #1 Prove that Aut(V)= (S3)and that Aut(S3)= S3. Problem #2 If H and K are normal subgroups of a group G with HK = G. Prove that G/(H n K) = (G/H) x (G/K).
Subject:
Math
Topic:
Group Theory
Posting ID:
172191
OTA ID:
106018
The problem I do need help in this attached sheet is problem # 264. Thanks in advance.
Subject:
Math
Topic:
Group Theory
Posting ID:
172305
OTA ID:
101298
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