Solve for x:
8x=96x=12
A volcano is formed by what type of plate boundary?
Divergent!
Slavery in Harriet Tubman is an example of what type of conflict?
Major
Combine like terms to get an equivalent simplified expression:
3x+ x + 5+ 2
4x + 7
What volume is shown?<img data-fr-image-pasted="true" 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
56 mL
What is it called when a part of a story stops with a huge feeling of SUSPENSE
Cliffhanger
There’s a variable b with a coefficient of 2. Write an algebraic expression that correctly shows the quotient of that term with five.
What process is defined as the breakdown of a rock into a new substance
Chemical weathering
What is the difference between the theme of a passage and the central idea?
Theme= no characters or specifics
Camille goes to Comic Book World and sees a sale! The store is offering a sale pack of 8 comic books for $25.60. How much does each comic book cost?
25.60 divided by 8 is 3.20 for each book
What type of cell has a true nucleus that holds DNA?
eukaryotic
What do the letters of the WAIT method stand for?
W-what type of prompt is this?
A-asking, what is this prompts asking me to do?
I-Include EVIDENCE
T-text, which texts should we reference?
Madison went to the mall to get a cardigan. She buys 40 cardigans. If she bought 25% of the store’s cardigans, how many total cardigans did the store have before Madison went shopping?
160 :)
Explain the rock cycle? How are different rocks formed?
Sedimentary= compaction and cementation
Igneous rock=melting , then magma cools
Metamorphic= heat and pressure
What is foreshadowing?
Hint of what will happen in the future