The SCAT Intermediate Test is a type of aptitude test that admits students into a John Hopkins Center for Talented Youth (CTY) program. This test is administered to children in 4th and 5th grade. The SCAT Intermediate Test is also known as an “above grade level” test, which means it includes testing material that covers higher grade-level information. This means that 4th graders will taking a 6th grade level test, and 5th graders will be taking an 8th grade level test.
The SCAT Intermediate Test is timed and is also divided into two individual sections, including a Verbal Section and a Quantitative Section. Questions will be asked in a multiple-choice format and will likely be administered in a computerized fashion. After the completion of the exam, the scores of the students will be compared to the scores of other same-age children, and the final scores will identify which children should be eligible for a gifted and talented program, such as the CTY program. Please keep in mind that children that have already taken the SCAT Intermediate Test will likely not be asked to take the same test again. The next time they will be asked to take the exam is when they are old enough to take the SCAT Advanced Test.
The SCAT Intermediate Test is broken into two sections, known as the Verbal Section and the Quantitative Section. Each section will include 55 questions phrased in a multiple-choice question. However, out of the 55 questions, five of them will be experimental. This means that the results from these experimental questions will not count against your child. Additionally, your child will not know which five questions are experimental, so it is important that your child treats every question as if it is a real question that will be scored. Students will be allotted 22 minutes to complete each section. After a single section has been completed, students will be allowed to rest for 10 minutes before moving onto the next test section.
The SCAT Intermediate Verbal Section is used as a way to assess a child’s ability to understand similarities between vocabulary words as well as determine a child’s strength for verbal reasoning. This section includes questions with a single pair of words. These pairs of words will hold a specific relationship, which the children will need to figure out. Then, the students will need to search through the answer options and find a second pair of words that hold the same type of relationship. The Verbal Section for the SCAT Intermediate Test may include the following types of example questions.
The SCAT Intermediate Quantitative Section is used as a way to assess a child’s ability to understand mathematical relationships and solve complex mathematical problems. The Quantitative Section includes questions that compare two mathematical concepts, either in a word format or as an equation. Students will be responsible for choosing the answer that includes the larger amount. This section can be difficult for some children, as it will require mathematical reasoning and answers that are not always obvious. The Quantitative Section for the SCAT Intermediate Test may include the following types of example questions.
The score report for the SCAT Intermediate Test will include three scores: the raw score, the scaled score, and the percentile rank. These three scores are used to determine the cognitive abilities of a child, and ultimately identify children that are eligible for the JHU CTY program.
If you want your child to score well on the SCAT Intermediate Test, then your child needs to have a solid preparation plan that includes online practice exams. Practice exams will include sample questions and explanations that will teach your child about the easiest ways to answer tricky questions. Each practice exam will conduct in-depth testing that mirrors the real SCAT Intermediate Test, which is beneficial in multiple ways. Practice exams not only help parents identify their child’s areas of weakness, they also familiarize the child with the testing format, which is new for many children. Children are able to repeat certain sections as many times as necessary, which allows them to strengthen any areas that they struggle with. Children that score high on the SCAT Intermediate Test almost always have prepared well in advance with online resources, including practice exams and various study guides.
Directions: Below you will see a pair of words listed together. These two vocabulary words hold a specific relationship between each other. You need to first figure out how the words are related. Then, search through the answer options that include more pairs of words. Select a single pair of words that holds the same relationship as the first pair of words.
finger: hand ::
Answer: B: toe: foot. The relationship between finger and hand is that a finger is on your hand. The answer B is the only answer that includes the same relationship, as a toe is on your foot.
Hawaii: oceans ::
Answer: C: Colorado: mountains. The relationship between Hawaii and oceans is that Hawaii is surrounded by oceans. The answer C is the only answer that includes the same relationship, as Colorado is surrounded by mountains.
minutes: hours::
Answer: A: months: years. The relationship between minutes and hours is that minutes are a smaller amount of time compared to hours. The answer A is the only answer that includes the same relationship, as months are a smaller amount of time compared to years.
Does Column A or Column B have a larger total value?
Column A | Column B |
There are two boxes of cake. Each cake is divided into 6 slices. The number of total slices of cake. |
11 slices of cake. |
Answer: A: Colum A has a larger amount. The reasoning behind this is because in total there are two boxes of cake that each include 6 slices, which means there are 12 slices in total, so Column A equals 12. Column B simply has 11 slices of cake, so Column B equals 11. Therefore, Column A has a larger total value that Column B.
Does Column A or Column B have a larger total value? (Please keep in mind that these shapes are not to scale.)
Column A | Column B |
The perimeter of this rectangle |
The perimeter of this rectangle |
Answer: C: Both columns equal same amount. The perimeter of Column A is found by adding the length of the sides, which equals 12. The perimeter of Column B is found by adding the length of the sides, which also equals 12. Therefore, Column A and Column B both have the same value of 12.
Does Column A or Column B have a larger total value?
Column A | Column B |
16 x 5 = | 16 + 16 + 16 + 16 = |
Answer: A: Column A has a larger amount. The reasoning behind this is because Column A equals 16 x 5, which is 80. Column B equals 16 + 16 + 16 + 16, which is 64. Therefore, Column A has a larger total value than Column B.