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Real-Time Diagnostic Levels Flashcards

5 cards from real IXL practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

Read the first 5 Real-Time Diagnostic Levels flashcards as text
  1. What is the value of 23×7?

    Answer: 161

    To find the value of 23 × 7, we multiply the numbers. This can be broken down as (20 × 7) + (3 × 7). Calculating these parts gives 140 + 21, which sums to 161. Therefore, 23 multiplied by 7 equals 161.

  2. Which of the following is equivalent to 0.4?

    Answer: ⅖

    To find fractions equivalent to 0.4, we can express 0.4 as a fraction: 4/10. This fraction can then be simplified by dividing both the numerator and denominator by their greatest common divisor, 2, which results in 2/5. Both 4/10 and 2/5 are equivalent representations of 0.4.

  3. Choose the sentence that uses correct subject-verb agreement.

    Answer: He likes to read books in the evening.

    Subject-verb agreement requires the verb to match its subject in number. In option C, 'He' is a singular subject, and 'likes' is the correct singular form of the verb. Options A, B, and D contain subject-verb agreement errors, such as 'cats runs' (should be 'run'), 'She play' (should be 'plays'), and 'They was' (should be 'were').

  4. Read the passage and answer the question: "Jenny loved baking cookies. She carefully measured the ingredients, mixed the dough, and placed the cookies on the tray. When the timer rang, the sweet aroma filled the house." What can you infer about Jenny?

    Answer: She enjoys baking.

    The passage describes Jenny's actions with positive and careful language: 'She carefully measured the ingredients, mixed the dough, and placed the cookies on the tray.' The mention of 'the sweet aroma filled the house' also suggests a pleasant outcome. These details collectively indicate that Jenny enjoys the process and results of baking.

  5. Solve for 𝑥 in the equation: 5𝑥−7=18.

    Answer: 𝑥=6

    To solve the equation 5x - 7 = 18, first add 7 to both sides, resulting in 5x = 25. Then, divide both sides by 5, which yields x = 5. Therefore, for the given equation, the correct solution is x=5. The provided answer x=6 would be correct if the equation were 5x - 7 = 23.

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