The Speaker of the House is elected by the majority party.
Answer:
The goal was to capture an important difference between pilgrims and tourists in the conception of one's destination: while the pilgrim focuses attention on the journey, the tourist sees this physical trek to the place of interest primarily as a necessity, and starts her/his experience only when s/he has arrived.
Explanation:
NOT MY WORDS/WORK! BUT I HOPE THIS HELPS!
The bayeux embroidery tells the story of the norman conquest of England.
No one knows for sure who created the Bayeux Tapestry. maximum historians agree with that Odo, Bishop of Bayeux and William the Conqueror's half of-brother, commissioned the embroidery to beautify the nave of the brand new cathedral of Notre-Dame of Bayeux, consecrated on 14 july 1077.
The Bayeux Tapestry is an account of the medieval length in Normandy and England like no different. It presents facts about civil and army architecture inclusive of fortress.
Learn more about bayeux embroidery here brainly.com/question/4108651
#SPJ4
False, the Guarantee Clause is that all states should be grounded in Republican principles.
In a two-way ANOVA, the researcher makes decisions regarding <u>three separate</u> when the omnibus test is significant.
A two-way ANOVA is used to estimate how the mean of quantitative variable changes in keeping with the levels of categorical variables. Use a two-way ANOVA while you need to know how two independent variables, in aggregate, affect a dependent variable.
The only-way ANOVA has considered an omnibus check due to the fact the F check indicates whether or not the version is great average—i.e., whether or now not there are any enormous differences within the means between any of the agencies.
A two-way ANOVA with replication assessments 3 null hypotheses: that the method of observations grouped by using one factor are the identical; that the method of observations grouped by way of the other issue are the identical; and that there's no interplay between the 2 elements.
Learn more about two-way ANOVA here: brainly.com/question/23638404
#SPJ4