a) Consider the statement "Every student who learns English also learns either French or German. Everyone who learns German has a conference next week. Margo is a student but she doesn’t learn French. Therefore, if Margo learns English she has a conference next week". Translate the statement into symbolic notation using the letters S(x), E(x), F(x), G(x), C(x), m. b) : Consider the statement "If flowers smell sweet or people are busy, then the shop is closed. If the shop is closed then students sit at home. Therefore, if students do not sit at home then flowers do not smell sweet". Translate the statement into symbolic notation using the letters F, P, S, and H
a) Consider the statement "Every student who learns English also learns either French or German. Everyone who learns German has a conference next week. Margo is a student but she doesn’t learn French. Therefore, if Margo learns English she has a conference next week". Translate the statement into symbolic notation using the letters S(x), E(x), F(x), G(x), C(x), m. b) : Consider the statement "If flowers smell sweet or people are busy, then the shop is closed. If the shop is closed then students sit at home. Therefore, if students do not sit at home then flowers do not smell sweet". Translate the statement into symbolic notation using the letters F, P, S, and H
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter5: Similar Triangles
Section5.2: Similar Polygons
Problem 12E: Using the names of property from Exercise 11, identify the property illustrated by each statement: a...
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a)
Consider the statement "Every student who learns English also learns either French or German. Everyone who learns German has a conference next week. Margo is a student but she doesn’t learn French. Therefore, if Margo learns English she has a conference next week".
Translate the statement into symbolic notation using the letters S(x), E(x), F(x), G(x), C(x), m.
b)
: Consider the statement "If flowers smell sweet or people are busy, then the shop is closed. If the shop is closed then students sit at home. Therefore, if students do not sit at home then flowers do not smell sweet".
Translate the statement into symbolic notation using the letters F, P, S, and H
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